Question

X + 6 is equal to 4 y, x + 10 is equal to 2 find the value of x and y and explain it how?​

Answer 1

$x + 6 = 4y..... [1] \\ x + 10 = 2.....[2]$

∴ The value of x is,

$\: \: \: \: \: x + 10 = 2 .... [from \: 2]\\ \\ ⟹x =( 2 - 10) \\ \\ ⟹ \green{\boxed{ x = (- 8)}}$

∴ The value of x is (-8).

∴ The value of y is,

$x + 6 = 4y..... [from \: 1]\\ \\ ⟹( - 8) + 6 = 4y \\ \\ ⟹( - 2) = 4y \\ \\ ⟹y = ( - \frac{ \cancel2^{1} }{ \cancel4^{2} }) \\ \\ ⟹y = ( - \frac{1}{2} )\\ \\ ⟹ \green{ \boxed{y = ( - 0.5)}}$

∴ The values of ‘x’ and ‘y’ are (-8) and (-0.5) respectively.