Medical, Pharma, Engineering, Science, Technology and Business

**Zubia M ^{1}, Rehana Y^{1}, Muhammad SH^{2}, Omer MT^{2}, Lakht-e-Zehra^{2} and Adeyemi SO^{3*}**

^{1}Department of Zoology, University of Karachi, Karachi, Pakistan

^{2}Food and Marine Resources Research Centre, PCSIR Laboratories Complex, Karachi, Pakistan

^{3}Department of Fisheries and Aquaculture, Kogi State University, Anyigba, Nigeria

- *Corresponding Author:
- Adeyemi SO

Department of Fisheries and Aquaculture

Kogi State University, Anyigba, Nigeria

**Tel:**+2348062221968

**E-mail:**[email protected]

**Received Date:** February 22, 2014; **Accepted Date:** June 20, 2014; **Published Date:** June 27, 2014

**Citation:** Zubia M, Rehana Y, Muhammad SH, Omer MT, Lakht-e-Zehra, et al. (2014) Length-Weight Relationship, Condition and Relative Condition Factor of Four Mugilid Species (Family mugildae) from the Karachi Coast of Pakistan. J Coast Dev 17:385. doi: 10.4172/1410-5217.1000385

**Copyright:** © 2014 Zubia M, et al. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

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Mullets; Length-weight relationship; Condition factor; Relative condition factor

Fishes of the family Mugilidae are commonly known as “mullets”
or “grey mullets”. This family includes 18 genera and 81 species [1,2].
Commonly found in marine and brackish waters or estuaries at 20 m
depth. Some species spend their whole lives in fresh water habitats, i.e.,
Liza abu. In Pakistan, Bianchi [3] described 3 genera and 12 species,
while Fahmida [4] identified the eight mullet species on Karachi
Coast, e.g., *Mugil cephalus, Valamugil seheli, Valamugil speigleri, Liza
carinata, Liza parsia, Liza subviridis, Liza abu and Liza vaigiensis.*

Many researchers have published their reports on length-weight
relationship (LWRs), condition factor (K) and relative condition factor
(Kn) of the mugilid species such as, Length-weight relationship (LWRs)
data of two mullet species, i.e., *Liza macrolepis* and *Mugil cephalus* from
the different regions of world such as, near the coast of Mandapam
(India), Negombo lagoon (Sri Lanka), Bonny estuary (Nigeria) and
southwestern coast of Taiwan was given by Luther [5], Wijeyaratne
and Costa [6] Aleleye-Wokoma et al. [7] and Chu et al. [8]. Karna et
al. [9] described the LWRs of *V. speigleri* from Chilika lagoon of India.
Though the information regarding to the LWRs of mullet species from
Pakistan coast was still scarce, however, Abbas [10] studied the LWRs
of Liza carinata from Bhanbhore tidal backwaters along the Sindh coast
of Pakistan. Hence, the main purpose of this study was to calculate the
length-weight relationship, condition and relative condition factors
for the four selected mugilid species in order to observe their growth
pattern and physical or heath conditions at Karachi coast.

**Samples collection**

A total of 246 specimens of the four species of family Mugilidae
were collected monthly from the landings at Karachi fish harbour,
during the period of April 2010 to December 2011. The total catch
contained 69 individuals of *Liza melinoptera, 79 Valamugil speigleri, 62
Liza macrolepis and 36 Mugil cephalus,* respectively. In Pakistan, these
fishes are caught mainly with gillnets, castnets, liftnets and beach seines as reported by Bianchi [3]. Each specimen was identified to species level
in the field as well as in laboratory by using the FAO field guide [3,11].
Total length (TL) of each specimen was measured in centimeters from
the tip of snout to the end of caudal fin using measuring board. Weight
(W) for each fish sample was noted on digital balance. Then fishes were
immediately preserved in 10% formaldehyde solution for about one
week, and after that stored in 70% ethanol for long time preservation.

**Length-weight relationship (LWRs)**

Length-weight relationship was calculated separately for male, female and combined sexes of each selected mullet species. The lengthweight relationship was calculated by using cubic law suggested by Le Cren [12] as follows;

(1)

Whereas, W is the wet weight in grams, L is the total body length in centimeters; a is the intercept and b is the exponent or regression slope. In order to confirmed that whether length and weight were linearly related with each other, the slope of the regression line (b) was subjected to t-test at 5% significant level (p<0.05) to test the null hypothesis Ho: b1=0 against the alternate hypothesis Ha: B1 ≠ 0 by using following model 2 as follows;

(2)

Where b1 is the slope of regression line, S_{xx} is the notation used in regression; Se is the standard error of estimate, which can be calculated
by following model 3 as follows;

(3)

Where SSE is the sum of square error. The values of SSE can be calculated by model 4 as follows;

(4)

Where the values of S_{xx} was calculated by using model 5 as follows;

(5)

Where x is the independent variable.

But the parameters a and b were estimated by the least square regression method for combined and separate sexes, so it is more better to use log transformation data than the regression equation obtained from the model 1 in order to make the relationship linear. So, the above model 1 was logarithmically transformed into model 6 as suggested by Anibeze [13] was as follows;

(6)

Where b is an exponent or allometric growth coefficient usually has value between 2.5 to 4.0. Therefore, the values of an exponent b of the length-weight relationship was tested for departure from its ideal value, that is b=3, when growth is isometric. Hence, LWRs (logarithmic) was used to check whether the growth was positive or negative allometric.

In order to confirm that whether the b-values obtained in the linear regression analysis were significantly different from the ideal value (b=3.0), t-test was applied at a specified significant level (p<0.05) to test the null hypothesis Ho: b=3.0 against the alternate hypothesis Ha: b≠3. Therefore, data on LWRs for male, female and combined sexes of each mullet species were subjected to t-test by using modal 7 as suggested by Kumolu-Johnson and Ndimele [14] as follows;

(7)

Where t=t-statistics and S.E (b) is the standard error of regression coefficient ‘b’. The values of S.E (b) were obtained in the linear regression analysis by using Minitab demo 14.1 (Statistical software)

**Coefficient of correlation (r):**

The values of coefficient of correlation (r) were also calculated to measure the degree of linear relationship between all above mention parameters. The values of Pearson linear coefficient of correlation ‘r’ were also determined by using formula of Hossain [15] as follows;

(8)

Whereas x=X-X and y=Y-Y. X and Y are the mean values that used to predicted the values of X and Y variables. The values of X and Y were calculated by the following equations suggested by Niel [16] as follows;

(9)

Whereas ΣX is the sum of X- values (independent variable) and ‘n’ is the sum of data.

(10)

Whereas ΣY is the sum of Y-values (dependent variable)

**Condition factor (K)**

The condition factor (K) value was calculated with the help of following formula suggested by Offem et al. [17] as follows;

(11)

Where W is the total body weight and L is the total body length.

4.4 Relative condition factor (Kn)

The values of relative condition factor (Kn) were calculated from the following formula suggested by Le Cren [12] and Ranzani-Paiva et al. [18] as follows;

(12)

Where W_{t} is the observed body weight and We is the theoretically
estimated weight. Both Wt and We were expressed in grams.

**Length-Weight relationship of mullets**

The results of the length-weight relationships (LWRs) for the
four mullet species were calculated separately for male, female and
combined sexes, as given in the **Table 1a**. Analysis of t-test showed a
highly significant relationships (p<0.05) between length and weight for
male, female and combined sexes of four selected mullet species (except
female of *Liza melinoptera*) Hence, if the total length increases than
whole body weight of fish will also be increased accordingly. However,
it was much better to use the logarithmic transformation equations
than the Pearson linear regression equation, as the variability in weight
for the different lengths of fish did not always remain constant.

Species | Sex | N | Length range (cm.) | Mean± S.D | Weight range (g) | Mean ± S.D | t-test |
p-value | |||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|

Max. | Min. | Max. | Min. | a | b | r | |||||||

Liza melinoptera | Combined sexes | 69 | 18 | 14.5 | 16.48 ± 0.95 | 72 | 24 | 47.68a ± 12.22 | 69.3 | 7.09 | 0.551** | 5.4 | 0.0a |

Female | 33 | 18 | 14.5 | 16.84 ± 0.76 | 72 | 24 | 53.93 ± 11.35 | 6.6 | 2.81 | 0.188* | 1.07 | 0.30NS | |

Male | 36 | 18 | 14.5 | 16.15 ± 0.99 | 72 | 30 | 41.94 ± 10.07 | 69.9 | 6.92 | 0.68** | 5.41 | 0.0a | |

Liza macrolepis | Combined sexes | 62 | 29 | 12.5 | 17.49 ± 3.23 | 500 | 25 | 78.6 ± 83.8 | 308 | 22.1 | 0.854*** | 12.69 | 0.0a |

Female | 41 | 25.5 | 12.5 | 17.74 ± 3.32 | 400 | 25 | 83.0 ± 75.8 | 251 | 18.8 | 0.827*** | 9.17 | 0.0a | |

Male | 21 | 29 | 13 | 17.0 ± 3.07 | 500 | 28 | 70.2 ± 99.1 | 440 | 30 | 0.929*** | 10.93 | 0.0a | |

Valamugilspeigleri | Combined sexes | 79 | 19.4 | 13.1 | 15.83 ± 2.01 | 68 | 20 | 42.35 ± 14.60 | 69.4 | 7.06 | 0.973*** | 36.82 | 0.0a |

Female | 32 | 19.4 | 13.1 | 16.07 ± 2.17 | 68 | 20 | 45.12 ± 15.76 | 68.6 | 7.07 | 0.978*** | 25.5 | 0.0a | |

Male | 47 | 19 | 13.5 | 15.65 ± 1.89 | 68 | 26 | 40.46 ± 13.61 | 68.7 | 6.97 | 0.97*** | 26.87 | 0.0a | |

Mugilcephalus | Combined sexes | 36 | 37.8 | 20 | 26.38 ± 4.73 | 685 | 80 | 232.5 ± 185.3 | 727 | 36.4 | 0.928*** | 14.54 | 0.0a |

Female | 16 | 36.6 | 20 | 26.11 ± 5.22 | 645 | 80 | 221.12±183.5 | 646 | 33.2 | 0.944*** | 10.68 | 0.0a | |

Male | 20 | 37.8 | 21.7 | 26.61 ± 4.43 | 685 | 104 | 241.5± 191.03 | 817 | 39.8 | 0.923*** | 10.18 | 0.0a |

Length (L) in cm; Weight (W) in g; N=sample size; S.D=Standard deviation. *** shows the strong correlation (r>0.70); ** shows moderate correlation (r>0.60); * represent weak correlation (r>0.50) NS=not significant (when p>0.05) a: significant at 5% level (p<0.05)

**Table 1a: **Regression parameters of the length-weight relationship (W=a. Lb) of the four species of family Mugilidae.

The log transform data of length-weight relationship (LWRs) was
analyzed by the cube law to check whether the growth was positive or
negative allometric, as shown in **Table 1b**. In the present study, the
exponent b-values were also found to be varied from an isometric
value (b=3.0) In male, female and combined sexes of *L. melinoptera* and *V. speigleri,* the exponent b-values was less than 3.0, while in case
of *M. cephalus* and *L. macrolepis*, the exponent b-values was greater
than 3.0. In general, the b-values reported for the combined sexes of
all four mullet species ranged from 2.65 for *V. speigleri *to 3.59 for *L.
macrolepis*. However, all regression coefficients (b) calculated in the
present study for the four mullet species were lies within the expected
range (2.5-4.0), therefore, suggesting that the result of length-weight
relationship of this study was valid. This departure of b-value from an
ideal value (b=3.0) was subjected to the t-test analysis. The test results
revealed that except the females of *L. melinoptera,* the b-values of male,
female and sex combined of these four mullet species were significantly
departed from an ideal value (b=3.0).

Species | Sex | N | Log a | Log b | S.E (b) | r | t-test when b=3 |
p-value | G.T |
---|---|---|---|---|---|---|---|---|---|

Liza melinoptera | Combined sexes | 69 | -1.64 | 2.72 | 0.43 | 0.615** | -0.65 | 0.0a | ˉ |

Female | 33 | -0.21 | 1.58 | 0.85 | 0.316* | -1.67 | 0.07NS | ˉ | |

Male | 36 | -1.46 | 2.54 | 0.44 | 0.703*** | -1.05 | 0.0a | ˉ | |

Liza macrolepis | Combined sexes | 62 | -2.66 | 3.59 | 0.12 | 0.97*** | 5.09 | 0.0a | s |

Female | 41 | -2.65 | 3.59 | 0.13 | 0.977*** | 4.69 | 0.0a | s | |

Male | 21 | -2.62 | 3.54 | 0.27 | 0.95*** | 2.03 | 0.0a | s | |

Valamugilspeigleri | Combined sexes | 79 | -1.56 | 2.65 | 0.08 | 0.968*** | -4.38 | 0.0a | ˉ |

Female | 32 | -1.59 | 2.68 | 0.13 | 0.968*** | -2.54 | 0.0a | ˉ | |

Male | 47 | -1.51 | 2.6 | 0.1 | 0.964*** | -4.05 | 0.0a | ˉ | |

Mugilcephalus | Combined sexes | 36 | -2.74 | 3.54 | 0.23 | 0.937*** | 2.38 | 0.0a | s |

Female | 16 | -2.56 | 3.41 | 0.21 | 0.975*** | 1.95 | 0.0a | s | |

Male | 20 | -2.94 | 3.68 | 0.41 | 0.903*** | 1.66 | 0.0a | s |

*** shows the strong correlation (r>0.70); ** shows moderate correlation (r>0.60); * represent weak correlation (r>0.50) NS=not significant (when p>0.05); a: significant at 5% level (p<0.05); s represent positive allometric pattern of growth; -hows negative allometric pattern of growth; GT=growth type

**Table 1b:** Regression parameters of the length-weight relationship (log W=log a+log b L) of the four species of family Mugilidae. Length (L) in cm; Weight (W) in g; N=sample size;
S.D=Standard deviation.

Highly significant correlation coefficients values (r>0.90; p<0.05)
were obtained for the male, female and combined sexes for the three
mullet species such as* M. cephalus, V. speigleri *and *L. macrolepis,* indicating that both length and weight of each mullet species were highly
correlated with each other. The r-values for male and sex combined
of *L. melinoptera* were moderately strong (r>0.70; p<0.05), while
weak or insignificant (r=0.32; p>0.05) for female, hence, indicating
that both length and weight were weakly correlated with each other.
The scattered plot diagrams were also drawn to show the parabolic
relationship between length and weight indicating the applicability of
general cube law to all these four mullet species, respectively.

**Condition factor (K)**

The condition factor was determined only for observed body
weights (**Table 1c**). In general, the mean condition factor (K) ranging
from 0.99 (females of *L. melinoptera*) and 1.23 (males of* L. macrolepis*),
as shown in the **Table 1c**. Thus, in general, the values of condition factor (K) obtained in the present study revealed that four selected mullet species of this study were in good condition.

Species | Sex | N | Length range (L) in cm. | Weight (Wt) range in grams. | Condition factor (K) range | Mean K value | Relative condition factor (Kn) Range | Mean Kn value | ||||
---|---|---|---|---|---|---|---|---|---|---|---|---|

Max. | Min. | Max. | Min. | Max. | Min. | Max. | Min. | |||||

Liza melinoptera | Combined sexes | 69 | 18 | 14.5 | 72 | 24 | 1.6 | 0.67 | 1.06 | 1.51 | 0.66 | 1 |

Female | 33 | 18 | 14.5 | 72 | 24 | 1.6 | 0.67 | 0.99 | 1.62 | 0.7 | 1 | |

Male | 36 | 18 | 14.5 | 72 | 30 | 1.6 | 0.79 | 1.13 | 1.36 | 0.51 | 1 | |

Liza macrolepis | Combined sexes | 62 | 29 | 12.5 | 500 | 25 | 2.53 | 0.92 | 1.2 | 21.77 | -2.89 | 1.18 |

Female | 41 | 25.5 | 12.5 | 400 | 25 | 2.05 | 0.92 | 1.14 | 30.9 | -0.56 | 2.85* | |

Male | 21 | 29 | 13 | 500 | 28 | 2.53 | 0.98 | 1.23* | 9.35 | -1.58 | 1.81 | |

Valamugilspeigleri | Combined sexes | 79 | 19.4 | 13.1 | 68 | 20 | 1.24 | 0.85 | 1.04 | 1.15 | 0.82 | 1 |

Female | 32 | 19.4 | 13.1 | 68 | 20 | 1.2 | 0.89 | 1.03 | 1.17 | 0.86 | 1 | |

Male | 47 | 19 | 13.5 | 68 | 26 | 1.24 | 0.85 | 1.05 | 1.12 | 0.79 | 1 | |

Mugilcephalus | Combined sexes | 36 | 37.8 | 20 | 685 | 80 | 1.73 | 0.48 | 1.08 | 2.24 | 0.36 | 1.09 |

Female | 16 | 36.6 | 20 | 645 | 80 | 1.73 | 0.48 | 1.11 | 2.24 | 0.35 | 1.08 | |

Male | 20 | 37.8 | 21.7 | 685 | 104 | 1.4 | 0.83 | 1.05 | 4.38 | 0.64 | 1.4 |

*shows the highest value

**Table 1c:** Condition factor (K) and Relative condition factor (Kn) values of the four species of family Mugilidae. Length (L) in centimeters; Weight (Wt) in grams; N=sample size.

**Relative condition factor (Kn)**

For each mullet species, Kn values were calculated separately
for male, female and combined sexes (**Table 1c**) The main difference between condition (K) and relative condition factor (Kn) was that
condition factor (K) was used to measure the deviation of an individual
from a hypothetical fish, while the relative condition factor (Kn) was used
to measure the deviation of an individual from an theoretically expected
weight at a specific length, as described by Omogoriola et al. [19].

The result of the present study revealed that the mean Kn values obtained for four mullet species of this study were ranged from 1.00
(*V. speigleri* and *L. melinoptera*) to 2.85 (females of *L. macrolepis*),
respectively. The mean Kn values obtained for four mullet species of
this study were either equal to or greater than expected value (Kn=1.0),
therefore, they were in good condition. Furthermore, as the mean Kn
values calculated for the *L. macrolepis* and *M. cephalus* was found to
be higher than *V. speigleri* and *L. melinoptera*, therefore, the former
species were found in more better physical conditions than later ones.

Lagler [20] and Wootton [21] suggested that if fish grow
isometrically than it retains its body shape and its specific gravity
will also remain unchanged during the life time, therefore, in such
cases, its b-value must be equal to 3.0. Hence, this growth pattern in
fish will follow the cube law. But under natural condition, most fish
do not show the cube law, because they change their body shape as
they grow or increase in size and become heavier in one season and
lighter in the other season. Hence, Le Cren [12] reported that the
actual relationship between length and weight of fish may departure
from the ideal value (3.0), which may be due to certain environmental
conditions or condition of fish. Hence, the b-value for each fish species
could be significantly greater or less than ideal value (3.0), indicating
that growth pattern is allometric [22]. Thus, if b-value is equal to
3.0, than growth is isometric. But if b-value is less than 3.0, than fish
becomes more slender as it increase in length, therefore, its growth will
be negative allometric that might be because habitat conditions are not
suitable for its growth. On the other hand, if b-value is greater than
3.0, than fish becomes heavier and showed positive allometric pattern
of growth for their specific lengths, which may be due to optimum
condition [23,24]. Hence, the high b-values (2.5-4.0) obtained in this
study for the four mullet species revealed that the present condition
of these mullet species exists in the study area was more suitable for
feeding and optimum growth of fish (**Table 1b**).

The overall result of this study revealed that both *L. melinoptera* and *V. speigleri *showed negative allometric pattern of growth with the
b-values less than ideal value (3.0) On the other hand, the b-values of *M. cephalus *and *L. macrolepis* were greater than the ideal value (3.0),
therefore, indicating the positive allometric growth. While the results
length-weight relationship of* L. melinoptera* showed differences in the
b-values between male, female and combined sexes. The deviation of
b-value from the ideal value (3.0) was found to be statistically highly
significant (p<0.01) in all four mullet species (except the female of *L.
melinoptera* that showed insignificant (p>0.05) departure from ideal
value, that is 3.0) of this study. Hence, the b-values could be varied
among the different populations of same species. These variations
in the b-values for the same species might be due to the differences
in sampling time, sample size, differences in ages and growth rates,
maturity stages and food availability [25]. Hossain [15] also reported
that the LWRs in fishes can also be affected by certain factors such
as habitat, spawning season, condition environment (including
temperature, salinity and seasonality), food availability, sex, maturity
stages, appetite and gonadal content that can effect on the b-values, even
within the same species. Therefore, in the present study, the variations
observed in b-values among the four mullet species as well as within the
same species might be because of the above mention reasons.

The results of LWRs of these four mullet species were compared
with the available literature. The length-weight relationship for the *M. cephalus* of the present study revealed that the exponent b-value
for combined sexes was significantly departed from the ideal value (b=3.0) This b-value was higher than those observed by Luther [5],
Wijeyaratne and Costa [6] and Aleleye-Wokoma et al. [7] from the
sea near Mandapam (India), Negombo lagoon (Sri Lanka) and Bonny
estuary (Nigeria) The b exponent of *L. macrolepis* was greater than
3.0 in this study, which was higher than those observed by Luther [5]
Wijeyaratne and Costa [6] and Chu et al. [26]. Hence, LWRs of *L.
macrolepis* in the present study revealed the positive allometric pattern
of growth, while Luther [5], Wijeyaratne and Costa [6] and Chu et al.
[26] studies revealed isometric growth pattern. The calculated b-value
of V. speigleri in the present study was significantly less than 3.0, which
was in agreement with Karna et al. [9] who also reported similar value
from Chilika lagoon of India.

The change in body weight in relation to the total length was not always based on specific gravity but due to change in the form of volume. According to the Le Cren [21] all these changes can be analyzed by the condition factor (K) or “Pondered index”. The condition of any fish species can be determined on the basis of its length-weight relationship (LWRs) data [17]. Therefore, Wotton [19] reported that if b value is equal to 3.0, than K value remain constant. However, if weight of fish will increases more rapidly than the cube of its length (b>3.0), than its K value will be increases with increasing the length of fish. While on the other hand, if weight of fish increases less than the cube of its length (b<3.0), its K value will tend to be decreased. With increase in the length of fish [27]. Hence, the value of condition factor (K) appears to be different with increase in the size or weight of fish.

Among the other mullet species, the highest K values recorded
for the *L. macrolepis* was indicating that it can survive well even when
environmental condition (both abiotic and biotic) were less favourable
as reported by Akombo et al. [28] for other fish species. Except *M.
cephalus*, males of *L. melinoptera *(1.13), *V. speigleri* (1.05) and *L.
macrolepis* (1.23) showed the highest mean value of condition factor
(K) than females, indicating that males of these mullet species at a
given length were heavier than females of similar length. This might be
due to the presence of testes that were heavier than ovaries in females.
Therefore, the maximum K values may coincides with the beginning of
spawning season [26], however, when fish reached at spent stage, than
K values will decline or minimum due to the considerable reduction
in gonadal weight of fish [6]. Offem et al. [26] observed that as the
condition factor was seems to be totally depends on the length and
weight of fish, therefore, all those factors that can effect on the lengthweight
relationship of fish, could also produce variations in condition
factor (K) In the present study, both length and weight of four mullet
species of this study were highly correlated with each other. Therefore,
K values of this family would tend to be increased with increase in
length of fish, which was in agreement with Ali et al. [29]. However,
decreasing trend in K values with increase in length of fish was observed
in females of *L. melinoptera* of this study. According to the Lawson et
al. [30], the low K value was considered as a period, when fat stored in
fish body was utilized for spawning, while its high value was indicating
a period of maximum feeding, followed by gradual accumulation of fat
for the preparation of a new reproductive period. Hence, the variations
in K values of four mullet species obtained in this study might be due
to the differences in the maturation of gonads, increases or decrease
in feeding behavior, amounts of fats or population changes that may
occurs due to the changes in food items, as reported by Akombo et al.
[25] for other fish species.

According to the Le Cren [12], the relative condition factor (Kn) was defined as ratio between observed and theoretically expected weight for a given length. Thus, the relative condition factor (Kn) allows the statistical comparison of estimated Kn value to the standard value or expected value, Kn=1.0 [31,32]. According to the Ranzani-Paiva et al. [33], if observed weight (Wt) of an individual is equal to theoretically expected weight (We) for a specific length, than its Kn value is equal to standard or central value (Kn=1.0) However, if observed or total weight of individual is less than the expected weight, the mean Kn value is less than one (Kn<1.0), indicating that such individual will be in poorer condition. While if observed weight of an individual is greater than the expected weight, than the mean Kn value of fish is greater than one (Kn>1.0), which revealed that such individual will be in good condition. Hence, Kn values obtained for any particular fish species can be used to compare with its with standard value (Kn=1.0), in order to determine the condition of fish species as observed by Le Cren [12], Lagler [34], Swingle [35] and Zubia and Rehana [36] for various fish species.

The overall results of this study revealed that the mean values of
relative condition factor (Kn>1.0) for M. cephalus and L. macrolepis
revealed that the total weight (Wt) in these two mullet species was found
to be greater than the theoretically expected weight (We) While mean
values of relative condition factor (Kn=1.0) of the remaining other two
species such as, *V. speigleri* and* L. melinoptera* showed that they have
a total weight (Wt) was very close to the theoretically expected weight
(We), as shown in the **Table 1c**. Therefore, in the present study, both *M.
cephalus* and *L. macrolepis* with highest Kn values were in more better
condition than the other two mullet species i.e., *V. speigleri* and *L.
melinoptera*, respectively. These fluctuations in Kn values might be due
to the several reasons such as condition of environment, seasonality,
abundance of food resources, maturity stages, size range, ages, sex,
increases or decrease in feeding activities, amounts of accumulated fats
and effect of parasites [13,37,38]. Information regarding to the relative
condition factor (Kn) of these four mullet species on the Pakistan coast
was still limited. However, Luther [5] had reported the Kn values for
combined sexes of *L. macrolepis* ranged from 0.81 to 1.13, while in *M.
cephalus,* Kn values ranged from 0.88 to 1.10, therefore, both were in
good condition.

The study length-weight relationship (LWRs) data of four mullet
species of this study of length could be consider as very useful tools
in the fisheries research, because it permits the conversion of growthin-
length equation to growth-in-weight that can be used in fisheries
management, fish biology, physiology, ecology, heath, condition and
growth pattern of fish [17,24,39]. The value of condition factor (K) of
these mullet species revealed that the condition of Karachi coast was
found to be more suitable for their growth. Anene [40] observed that as
the condition factor was greatly influence by certain abiotic and biotic
factors of the environments, hence, can be used to assess the state of an
aquatic ecosystem of fish in which they lived. As the mean Kn values
for all four mullet species were equal to or greater than the expected
or standard value (K_{n}=1), therefore, these species were found to be
in good condition during the period of study. Hence, the analysis of
relative condition factor (K_{n}) could also be used to assess the condition
of a fish [34].

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