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If g is the number of girls in a class and b the number of boys and if there are fourteen more girls (a) than boys (b) in a class, write an algebraic equation that shows the relationship

If g is the number of girls in a class and b the number of boys and if there are fourteen-example-1

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The number of girls g is 14 more than the number of boys b, which can be written as:
\[ g = b + 14 \]

How to write the equation

If g represents the number of girls in a class and b represents the number of boys, and there are fourteen more girls than boys in the class, the relationship can be expressed through an algebraic equation as follows:

The number of girls g is 14 more than the number of boys b, which can be written as:


\[ g = b + 14 \]

This equation demonstrates that the number of girls in the class g is equal to the number of boys b increased by 14.

User Rishul Matta
by
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7 votes

Step-by-step explanation

Since g is the number of girls and b the number of boys, we can apply the following relationship:

b= 14 + g [SOLUTION]

User Peter Drinnan
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