Question

3x+45y=95 then find x and y

Answer 1

★ Question

3x + 45 = 95 then, find x and y

★ Solution

First let's solve for " x "

3x + 45y = 95

( adding - 45y to both sides )

⟹ 3x + 45y + ( - 45y ) = 95 - 45y

⟹ 3x = - 45y + 95

( dividing 3 with both sides )

⟹ $\dfrac{3x}{3}$ = $\dfrac{-45y+95}{3}$

x = - 15y + $\dfrac{95}{3}$

Now, let's solve for " y "

3x + 45y = 95

( adding -3x to both sides )

⟹ 3x + 45y + ( -3x ) = 95 + ( - 3x )

⟹ 45y = - 3x + 95

( dividing 45 with both sides )

⟹ $\dfrac{45y}{45}$ = $\dfrac{-3x+95}{45}$

⟹ y = $\dfrac{-1}{15x}$ + $\dfrac{19}{9}$

★ Required Answer:

• The value of x = - 15y + $\dfrac{95}{3}$

• The value of y = $\dfrac{-1}{15x}$ + $\dfrac{19}{9}$