please answer question number 21
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Answered by
1
Arihant class 10 maths sample paper 8
ok
let's see
here deviation means subtracting every observation or xi with a fix number
so
(X1+X2+X3..........xn)- n×50=-10........eq(1)
and
(X1+X2 +X3 ........xn)-46×n=70........(eq2)
ok
from (eq1)
we get
(X1+.......xn)=-10+50n
putting it in eq2
we get n =20
and X1+ X2 ....xn=990
then as mean is asked
mean =sum of all observation/number of observations
=X1+X2+.....Xn/n
=990/20
=49.5
thanks for asking the question
brainliest if your doubts are clear.
ok
let's see
here deviation means subtracting every observation or xi with a fix number
so
(X1+X2+X3..........xn)- n×50=-10........eq(1)
and
(X1+X2 +X3 ........xn)-46×n=70........(eq2)
ok
from (eq1)
we get
(X1+.......xn)=-10+50n
putting it in eq2
we get n =20
and X1+ X2 ....xn=990
then as mean is asked
mean =sum of all observation/number of observations
=X1+X2+.....Xn/n
=990/20
=49.5
thanks for asking the question
brainliest if your doubts are clear.
ShreyanshParganiha:
the question is of 10th class lvl????
Answered by
0
Hey there!
Answer:
49.5
Step-by-step explanation:
Given,
Sum of deviations of x₁, x₂, x₃.....xₙ measured from 50 is -10.
So, x₁ + x₂ + x₃ + .....+ xₙ = 50n - 10 .............(i)
And,
It is also given that:
x₁ + x₂ + x₃ +.......+xₙ = 46n + 70 .............(ii)
Now,
From Equation (i) and (ii):
50n - 10 = 46n + 70
50n - 46n = 70 + 10
4n = 80
n = 20.
Finding Mean:
Mean = (x₁ + x₂+....+x₂₀) / 20
= (50 * 20 - 10) / 20 = (46 * 20 + 70)/ 20
= 990 / 20
= 49.5
Hope It helps You!
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