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Twice a number increased by 7 is 35 . find the number

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Hello there. To solve this question, we'll have to remember how to translate a statement to a mathematical equation and then solve the equation for a number.

Twice a number increased by 7 is 35. We want to find that number.

In this case, say this number is n.

Twice this number is the same as multiplying this number by 2, hence


2n

Now increasing it by 7 is the same as adding 7 to the expression, therefore


2n+7

And this must be equal to 35


2n+7=35

Now we have to solve this equation for n.

Subtract 7 on both sides of the equation


2n=28

Divide both sides of the equation by a factor of 2


n=14

This is the number we're looking for.

User Darronschall
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