Question

complete the process of solving the equation. fill in the missing term on each line. simplify any fractions. -6(r - 3) = 18 -6r + \boxed{} = 18 apply the distributive property -6r = \boxed{} subtract 18 from both sides r = \boxed{} divide both sides by -6 submit work it out not feeling ready yet? these can help: solve two - step equations: complete the solution (fo) solve equations: (fractions, decimals) combine like terms (equations)

Explanation:

Step1: Apply distributive property

The distributive property is \(a(b + c)=ab+ac\). For \(-6(r - 3)\), we have \(-6\times r+(-6)\times(- 3)=-6r + 18\). So the first missing term is \(18\).

Step2: Subtract 18 from both sides

Starting from \(-6r + 18=18\), subtract \(18\) from both sides: \(-6r+18 - 18=18 - 18\), which simplifies to \(-6r=0\). So the second missing term is \(0\).

Step3: Divide both sides by - 6

Starting from \(-6r = 0\), divide both sides by \(-6\): \(\frac{-6r}{-6}=\frac{0}{-6}\), which gives \(r = 0\). So the third missing term is \(0\).

Answer:

First blank: \(18\), Second blank: \(0\), Third blank: \(0\)