Question

if xy = 6 and x=2 then find y​

Answer 1

$\begin{gathered}{\underline{\underline{\maltese{\Huge{\textsf{\textbf{{Answer: }}}}}}}}\end{gathered}$

Given:-

• xy=6
• Where, X =2

To Find:-

• Value of y.

Then,

$\implies\sf{xy = 6}$

$\implies\sf{2 \times y = 6}$

$\implies\sf{y = \frac{6}{2} }$

$\implies\sf{y =\fbox{\red 3}}$

Answer 2

Answer: please mark brainliest

1) Given,x+y=12 and xy=14

   x+y=12 

Squaring both sides, we get,

   (x+y)2=122

=>x2+y2+2xy=144

=>x2+y2+2(14)=144

=>x2+y2=144−28

=>x2+y2=116

2)(13)2=x2+y2—2(28)

169=x2+y2−56

169+56=x2+y2

225=x2+y2

So, the value of x2+y2 is 225.