Y=7(15+x) solve for x m888888888888
Y = 7(15 + x) Use the Distributive Property Y = 105 + x Subtract 105 from both sidesY - 105 = x Switch the sides to make it easier to read x = Y - 105
\(y=7(15+x)\) \(\text{Given equation}\) \(\dfrac{y}{7}= 15+x\) \(\text{Divide each sides by 7}\) \(\dfrac{y}{7}-15=x\) \(\text{Subtract 15 from both sides}\) \(x=\dfrac{y}{7}-15\) \(\text{Solution}\)