The weight of 150 students in a class is 60 kg.the mean weight of boys students is 70 kg. And that of girls students is 55 kg. Find the number of boys and girls in the class.
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Boys-50
Girls-100
Total no. of students=150
Therefore, number of boys +number of girls =150
Nb+Ng=150 eqn 1
Nb=150-Ng eqn 2
{Boys' weight+girls'weight}/150=60,from the first statement
Therefore, ({boys' weight +{girls' weight)=9000
{boys' weight=70Nb
{Girls'weight=55Ng
Therefore, 70Nb+55Ng=9000 eqn 3
By solving eqn 1 and 3 simultaneously, NB=50 and Ng=100
Girls-100
Total no. of students=150
Therefore, number of boys +number of girls =150
Nb+Ng=150 eqn 1
Nb=150-Ng eqn 2
{Boys' weight+girls'weight}/150=60,from the first statement
Therefore, ({boys' weight +{girls' weight)=9000
{boys' weight=70Nb
{Girls'weight=55Ng
Therefore, 70Nb+55Ng=9000 eqn 3
By solving eqn 1 and 3 simultaneously, NB=50 and Ng=100
daraakojede01:
Please you guys should answer mine!
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question must be mean weight of 150 students is 60 kg.
Sol: let no of boy students=b
let no of girl students=g
b+g=150 --------------1
Avg weight of boys = 70kg
( b1+ b2+b3+------+bn )/b =70
b1+ b2+b3+------+bn =70b ---------2
Avg weight of girls = 55kg
( g1+ g2+g3+------+gn )/g =55
( g1+ g2+g3+------+gn ) =55g ---------3
If mean weight is 60 kg then
[ ( b1+ b2+b3+------+bn ) + ( g1+ g2+g3+------+gn ) ] / 150 = 60
from ---2 and ----3
70b+55g=150*60 -----------4
solving ------1 and -------4 we get b and g as
b=50 and g= 100
Sol: let no of boy students=b
let no of girl students=g
b+g=150 --------------1
Avg weight of boys = 70kg
( b1+ b2+b3+------+bn )/b =70
b1+ b2+b3+------+bn =70b ---------2
Avg weight of girls = 55kg
( g1+ g2+g3+------+gn )/g =55
( g1+ g2+g3+------+gn ) =55g ---------3
If mean weight is 60 kg then
[ ( b1+ b2+b3+------+bn ) + ( g1+ g2+g3+------+gn ) ] / 150 = 60
from ---2 and ----3
70b+55g=150*60 -----------4
solving ------1 and -------4 we get b and g as
b=50 and g= 100
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