If X²−yz/a = Y²−zx/b = Z²−xy/c , Let Us Prove That (a+b+c)(x+y+z) = Ax+by+cz. - ConceptEra

<iframe src="https://www.googletagmanager.com/ns.html?id=GTM-5L2RTLHB" height="0" width="0" style="display:none;visibility:hidden"></iframe>

Question

If x²−yz/a = y²−zx/b = z²−xy/c , let us prove that (a+b+c)(x+y+z) = ax+by+cz.

Solution

Share this solution

Related Question

Q- Let us write what type of mixed ratio of a ratio and its inverse ratio?

Chapter: Ratio and Proportion

View Answer

Q- If a/y+z = b/z+x = c/x+y , let us prove that a(b−c)/y²−z² = b(c−a)/z²−x² = c(a−b)/x²−y²

Chapter: Ratio and Proportion

View Answer

Q- If (a+b+c+d) : (a+b−c−d) = (a−b+c−d) : (a−b−c+d) , let us prove that , a : b = c : d.

Chapter: Ratio and Proportion

View Answer

ConceptEra: The Learning App for WBBSE Students

Attend classes, ask doubts, give mock tests, and much more from the comfort of your home

Download The App

[email protected]

+91 70442 89520

The Learning Platform For WBBSE Students

Quick Links

News Letter

Subscribe to our newsletter to get important news and updates

© Copyright 2022 ConceptEra | All Right Reserved