If 30% of a number is 10 , find 6% of that number. Answer:

Find Number for 30%: Find the number for which 30% is equal to 10. To find the whole number, we divide 10 by 30% (or 0.30 in decimal form). Calculation: Number = 10 / 0.30 Number = 33.333...Divide by 0.30: Round the number to a reasonable value for further calculations. Since we are dealing with percentages, it is reasonable to round the number to two decimal places. Rounded Number = 33.33Round to Two Decimals: Calculate 6% of the rounded number. Now we need to find 6% of 33.33. To do this, we convert 6% to decimal form (0.06) and multiply it by the rounded number. Calculation: 6% of Number = 0.06 * 33.33 6% of Number = 1.9998Calculate 6%: Round the result to a reasonable value for the final answer. Since the result is very close to 2, we can round it to 2 for simplicity. Final Answer = 2

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If
30% of a number is 10 , find
6% of that number.
Answer:

If $30 \%$ of a number is $10$ , find $6 \%$ of that number. $\newline$ Answer:

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Math Problems

Grade 8

Solve percent equations

Full solution

Q. If

30 \%

of a number is

10

, find

6 \%

of that number.

\newline

Answer:

Find Number for $30$ %: Find the number for which $30$ % is equal to $10$ . $\newline$ To find the whole number, we divide $10$ by $30\%$ (or $0.30$ in decimal form). $\newline$ Calculation: Number = $\frac{10}{0.30}$ $\newline$ Number = $33.333\ldots$
Divide by $0.30$ : Round the number to a reasonable value for further calculations. $\newline$ Since we are dealing with percentages, it is reasonable to round the number to two decimal places. $\newline$ Rounded Number = $33.33$
Round to Two Decimals: Calculate $6\%$ of the rounded number. $\newline$ Now we need to find $6\%$ of $33.33$ . To do this, we convert $6\%$ to decimal form ( $0.06$ ) and multiply it by the rounded number. $\newline$ Calculation: $6\%$ of Number $= 0.06 \times 33.33$ $\newline$ $6\%$ of Number $= 1.9998$
Calculate $6\%$ : Round the result to a reasonable value for the final answer. $\newline$ Since the result is very close to $2$ , we can round it to $2$ for simplicity. $\newline$ Final Answer = $2$