The mean weight of 150 students is 60kg. The mean weight of boys is 70kg and standard deviation is 10kg. For girls mean weight is 55kg and standard deviation is 15kg. Find out the no. of boys and girls. Find out combined standard deviation
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Let the number of boys be 'x'
and girls in the school be 'y'
Therefore x + y = 150 (given)
Since, Mean =
⇒
[Taking 5 common from both the sides]
Now we have two equations
1st: 14x + 11y =1800
2nd: x + y =150
Multiplying 2nd eq by 11 and simultaneous solving, we get
14x + 11y = 1800
11x + 11y = 1650
By subtracting y terms will be cancelled
⇒3x = 150 OR x = 50 Hence y = 150 - 50 = 100
I hope you like it.
and girls in the school be 'y'
Therefore x + y = 150 (given)
Since, Mean =
⇒
[Taking 5 common from both the sides]
Now we have two equations
1st: 14x + 11y =1800
2nd: x + y =150
Multiplying 2nd eq by 11 and simultaneous solving, we get
14x + 11y = 1800
11x + 11y = 1650
By subtracting y terms will be cancelled
⇒3x = 150 OR x = 50 Hence y = 150 - 50 = 100
I hope you like it.
dogracharu3p43n0j:
It's wrong
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