Question

"What number is 29% of 150? a.517.24 b.43.5 c.19.33 d.5.17"

Answer 1

The number that is 29% of 150 is 43.5

The correct answer is (option b).

Explanation

To find what number 29% of 150 is, we can use the formula:

`\[ \text{Percentage} = \frac{\text{Part}}{\text{Whole}} * 100 \]`

Given that we want to find 29% of 150, we can set up the equation as:

`\[ \text{Part} = (29)/(100) * 150 \]`

Solving this equation gives us the value of the part, which represents 29% of 150:

`\[ \text{Part} = (29)/(100) * 150 \]`

Therefore, the number that represents 29% of 150 is indeed 43.5. This aligns with option b in the question.

Understanding percentages involves the concept of finding a portion of a whole. In this case, 29% denotes 29 parts out of 100, and when applied to a whole of 150, it accounts for 43.5 units. This calculation essentially involves multiplying the percentage (29%) by the whole number (150) to determine the portion represented by the given percentage.

It's essential to comprehend the concept of percentages in various contexts, as they're extensively used in finance, mathematics, and everyday situations. This calculation demonstrates the process of finding a percentage of a given quantity, crucial for making informed decisions or solving real-world problems involving proportions and fractions.

The correct answer is (option b).

Answer 2

To find 29% of 150, we multiply 150 by 0.29, resulting in 43.5. Among the options, 19.33 is the closest value, making the accurate response. The correct option is C.

Step-by-step explanation:

In mathematical terms, finding 29% of 150 involves multiplying 150 by 0.29 (which represents 29% as a decimal). The calculation is as follows:

`\[29\% \text{ of } 150 = 150 * 0.29 = 43.5.\]`

Therefore, 29% of 150 is equal to 43.5. Among the given options, the closest value to this result is 19.33, which corresponds to option (c).

In conclusion, selecting option (c) - 19.33 is the accurate response based on the calculation of 29% of 150. The calculation involves straightforward multiplication, converting the percentage to a decimal, and applying it to the given number. This method ensures precision in determining the percentage of a given value. The correct option is C.