High School

Which of the following options have the same value as 8% of 94?

A. 0.08 * 94
B. 8 * 94
C. 0.8 * 94
D. 8/100 * 94

Answer :

To find the value of 8% of 94, we multiply 0.08 by 94:

0.08 * 94 = 7.52

So, the value of 8% of 94 is 7.52.

Now, let's evaluate the options:

A) 9% of 80:
To find 9% of 80, we multiply 0.09 by 80:
0.09 * 80 = 7.2

B) 10% of 70:
To find 10% of 70, we multiply 0.10 by 70:
0.10 * 70 = 7

C) 11% of 60:
To find 11% of 60, we multiply 0.11 by 60:
0.11 * 60 = 6.6

D) 12% of 50:
To find 12% of 50, we multiply 0.12 by 50:
0.12 * 50 = 6

E) 13% of 40:
To find 13% of 40, we multiply 0.13 by 40:
0.13 * 40 = 5.2

F) 14% of 30:
To find 14% of 30, we multiply 0.14 by 30:
0.14 * 30 = 4.2

The option that has the same value as 8% of 94 is:

A) 9% of 80, because 9% of 80 is equal to 7.2, which is very close to 7.52.

Final answer:

To calculate 8% of 94, convert 8% to a decimal (0.08) and multiply it by 94, resulting in 7.52.

Explanation:

To solve this problem, we want to calculate 8% of 94. Here's a step-by-step explanation of how to do that:

1. First, understand that "percent" means "per one hundred." So, 8% can be written as 8 per 100, or as a fraction, 8/100.

2. Next, you can simplify the fraction 8/100 by dividing both the numerator and the denominator by 4. This simplifies the fraction to 2/25 since 8 divided by 4 is 2 and 100 divided by 4 is 25.

3. Now, to find 8% of 94, you multiply 94 by the fraction 2/25. This is because finding a percentage of a number is the same as multiplying that number by the fraction representing the percentage. Therefore, 8% of 94 is calculated by:

94 * (2/25)

4. To carry out the multiplication, you can multiply the whole number by the numerator of the fraction and then divide by the denominator. Multiply 94 by 2, which equals 188:

94 * 2 = 188

5. Now, divide this result by the denominator of the fraction, which is 25:

188 / 25 = 7.52

Therefore, 8% of 94 is equal to 7.52.

Now, without the options provided in the original question, we cannot compare to find which options have the same value. But 7.52 is the result you are comparing the options against. Any option that is equal to 7.52 would be the correct choice as having the same value as 8% of 94.