When solving an equation using the distributive property, if the numbers being distributed are fractions, what is your first step? Why?
Two things you can do:
One. You can distribute the fraction just like it is a whole number
Two. You can multiply the numerator to both sides to turn the fraction into a whole number then distribute the whole number.
Example One:
\(\frac{1}{2}\times(2x+3)=10\)
\(1x+1.5=10\)
\(x+1.5=10\)
\(x=8.5\)
Example Two:
\(\frac{1}{2}\times(2x+3)=10\)
\(1\times(2x+3)=20\)
\(2x+3=20\)
\(2x=17\)
\(x=8.5\)
Two things you can do:
One. You can distribute the fraction just like it is a whole number
Two. You can multiply the numerator to both sides to turn the fraction into a whole number then distribute the whole number.
Example One:
\(\frac{1}{2}\times(2x+3)=10\)
\(1x+1.5=10\)
\(x+1.5=10\)
\(x=8.5\)
Example Two:
\(\frac{1}{2}\times(2x+3)=10\)
\(1\times(2x+3)=20\)
\(2x+3=20\)
\(2x=17\)
\(x=8.5\)