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After factoring, Jenny ended up with the expression 7x(2+3y). What was the original expression that she factored?

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Hello.

Recall that factoring is the opposite of distributing.

Factoring looks like that:


\mathrm{ab+ac=a(b+c)}

Distributing looks like that:


\mathrm{a(b+c)=ab+ac}

Using the formulae, let's solve the given problem.

We have an expression:


\mathrm{7x(2+3y)}

In order to find out the original expression, let's use the Distributive Property.

Distribute 7x:


\mathrm{7x(2+3y)}\\\mathrm{14x+21xy}

Therefore, the original expression is


\mathrm{14x+21xy}

I hope it helps.

Have a nice day.


\boxed{imperturbability}

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