Home
Class 12
MATHS
If s.d. of X is sigma then s.d. of the v...

If s.d. of X is `sigma` then s.d. of the variable `U=(aX+b)/(c )` where a,b,c are constants is

A

`((a)/(c)) sigma `

B

`| (a)/( c) | sigma `

C

`((a ^(2))/( c ^(2))) sigma `

D

None of these

Text Solution

Verified by Experts

The correct Answer is:
B
Promotional Banner

Topper's Solved these Questions

  • STATISTICS

    BITSAT GUIDE|Exercise BITSAT ARCHIVES |4 Videos
  • SOLVED PAPER 2018

    BITSAT GUIDE|Exercise Mathematics (Part-IV)|45 Videos
  • THE CIRCLE

    BITSAT GUIDE|Exercise BITSAT ARCHIVES |18 Videos

Similar Questions

Explore conceptually related problems

The standard deviation of variate x_i is ?. Then standard deviation of the variate (ax_i+b)/c where a, b, c are constants is- (a) (a/c)sigma (b) |a/c| sigma (c) (a^2/c^2)sigma (d) Non of these

If two variates XandY are connected by the relation Y=(aX+b)/(c), wherea,b,c are constants such that ac<0, then sigma_(gamma)=(a)/(c)sigma_(X) (b) sigma_(gamma)=-(a)/(c)sigma_(X)( c) sigma_(gamma)=(a)/(c)sigma_(X)+b(d) none of these

If the standard deviation of a variable xi s sigma, then standard deviation of variable (aX+b)/(c) is a sigma( b) (a)/(c)sigma(c)|(a)/(c)| sigma(d)(a sigma+b)/(c)

If the S.D. of a variate R is sigma , then the S.D. of pR+q is

Equations of the form ax+by=c and bx+ay=d where a!=b