\[\left(\frac{3acy-2bza}{6bcx}+\frac{2abz-6bcx}{3acy}+\frac{6bcx-3acy}{2abz}\right) \\ \\ \\ \times \\ \left(\frac{6bcx}{3acy-2bza} +\frac{3acy}{2abz-6bcx} +\frac{2abz}{6bcx-3acy}\right)\]

Given that \(\dfrac{x} {a} +\dfrac{y} {2b}+\dfrac{z} {3c}=0\), find the value of the expression above.

Try my set

×

Problem Loading...

Note Loading...

Set Loading...