If a=b^2x, b=c^2y, c=a^2z then find the value of xyz Notes - Class 8

Class 8: If a=b^2x, b=c^2y, c=a^2z then find the value of xyz Notes - Class 8

The document If a=b^2x, b=c^2y, c=a^2z then find the value of xyz Notes - Class 8 is a part of Class 8 category.
All you need of Class 8 at this link: Class 8

a=b^2x   {^ means "to the power"}

   =(c^2y)^2x

   =c^4xy

Therefore, a=c^4xy

    =(a^2z)^4xy

     =a^8xyz 

Then, a=a^8xyz

Therefore, xyz=1a/8a{a and a cancel}

=1/8

ANS=1/8   

The document If a=b^2x, b=c^2y, c=a^2z then find the value of xyz Notes - Class 8 is a part of Class 8 category.
All you need of Class 8 at this link: Class 8

Download free EduRev App

Track your progress, build streaks, highlight & save important lessons and more!

Related Searches

Free

,

Viva Questions

,

Previous Year Questions with Solutions

,

b=c^2y

,

pdf

,

Semester Notes

,

practice quizzes

,

video lectures

,

past year papers

,

If a=b^2x

,

shortcuts and tricks

,

If a=b^2x

,

If a=b^2x

,

c=a^2z then find the value of xyz Notes - Class 8

,

Extra Questions

,

ppt

,

Objective type Questions

,

b=c^2y

,

Sample Paper

,

c=a^2z then find the value of xyz Notes - Class 8

,

MCQs

,

study material

,

Summary

,

mock tests for examination

,

Exam

,

c=a^2z then find the value of xyz Notes - Class 8

,

b=c^2y

,

Important questions

;