Last year, the number of students enrolled in the school was 672. If the number increases by 12% the next year, how many students will there be

Respuesta :

672 + [0.12 x 672] = 752.64 = 753 (nearest whole number)


Answer: 753

If the number increases by 12% the next year, the number of students next year is 753.

What is the percentage?

A percentage is a number or ratio that can be expressed as a fraction of 100. If we have to calculate the percent of a number, divide the number by the whole and multiply by 100.

Last year, the number of students enrolled in the school was 672.

If the number increases by 12% the next year.

The number of students next year = number of students last year + increase.

[tex]\rm \text{The number of students next year }=672+672\times \dfrac{12}{100}\\\\\text{The number of students next year }=672+672\times 0.12\\\\\text{The number of students next year }=672+672\times 0.12\\\\\text{The number of students next year }=672+80.64\\\\\text{The number of students next year }=752.64\\\\ \text{The number of students next year }=753[/tex]

Hence, the number of students next year is 753.

Learn more about percentages here;

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