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What is the result when the number 33 is increased by
4.2% ?
Answer:

What is the result when the number $33$ is increased by $4.2 \%$ ? $\newline$ Answer:

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Percents of numbers: fractional and decimal percents

Full solution

Q. What is the result when the number

33

is increased by

4.2 \%

?

\newline

Answer:

Calculate Percentage of $33$ : To find the result of increasing the number $33$ by $4$ . $2$ %, we first need to calculate $4$ . $2$ % of $33$ . $\newline$ To do this, we convert the percentage to a decimal by dividing by $100$ and then multiply by the number. $\newline$ Calculation: $(4.2 / 100) * 33$
Perform Calculation: Now, let's perform the calculation. $\newline$ $(4.2 / 100) * 33 = 0.042 * 33$
Find Increase Amount: Next, we multiply $0.042$ by $33$ to find the increase amount. $\newline$ $0.042 \times 33 = 1.386$
Add to Original Number: After finding the increase amount, we add it to the original number to find the total. $\newline$ Original number: $33$ $\newline$ Increase: $1.386$ $\newline$ Calculation: $33 + 1.386$
Perform Final Addition: Finally, we perform the addition to find the final result. $33 + 1.386 = 34.386$

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