Question

Find a percent that is equivalent to 15300 .(1 point)
Responses

45%
45 percent

15%
15 percent

5%
5 percent

20%

Answer 1

Which option is the answer?

Answer 2

Eli is making soup for his family. He adds 3 cups of vegetables, 4 cups of broth, 1 cup of chicken, and 2 cups of noodles to the soup. What percent of the soup is vegetables?(1 point)
Responses

30%
30 percent

300%
300 percent

3%
3 percent

33%

Answer 3

Write 260400 as a percent.(1 point)
Responses

65%
65 percent

15.3%
15.3 percent

26%
26 percent

60%

Answer 4

Thanks! And just fyi,260400 was actually 260/400, u knew right?

Answer 5

What is 90% of 200?(1 point)
Responses

160
160

180
180

18
18

90
90

Answer 6

To find a percent equivalent to 15300, we first need to establish a whole value to compare it against, which you have not provided. However, if you are looking to convert 15300 into a percentage of some value, you can use the following formula:

\[
\text{Percent} = \left(\frac{\text{Part}}{\text{Whole}}\right) \times 100
\]

Without a specified whole (denominator), I cannot determine which of these percentages (45%, 15%, 5%, or 20%) is equivalent to 15300. Please provide a whole number to compare against, and I'd be happy to calculate the equivalent percent for you!

Answer 7

To determine which of the given options is equivalent to 15300 without a specified whole value, it is necessary to make an assumption.

If we consider common percentages that might correspond with 15300 assuming a base value of 100, we can evaluate each option:

- **45%** of 100 = 45
- **15%** of 100 = 15
- **5%** of 100 = 5
- **20%** of 100 = 20

None of these values match 15300. However, if we interpret the question simply as "what percent of a larger sum could equal 15300," we cannot find an exact match with the options provided.

But if you're looking for the closest option among the percentages given, 45% is the largest.

In conclusion, without additional context, **there is no clear answer** among the options provided that equals 15300 as a percentage. If one were forced to choose a percentage based solely on size, it would be **45%**.

Answer 8

To calculate what percent of the soup is made up of vegetables, we first need to find the total volume of all the ingredients and then determine the proportion contributed by the vegetables.

Here are the amounts Eli added:

- Vegetables: 3 cups
- Broth: 4 cups
- Chicken: 1 cup
- Noodles: 2 cups

Now, we can find the total amount of soup:

\[
\text{Total volume} = 3 \text{ (vegetables)} + 4 \text{ (broth)} + 1 \text{ (chicken)} + 2 \text{ (noodles)} = 10 \text{ cups}
\]

Next, to find the percentage of the soup that is vegetables:

\[
\text{Percentage of vegetables} = \left( \frac{\text{Vegetables}}{\text{Total volume}} \right) \times 100
\]
\[
= \left( \frac{3}{10} \right) \times 100 = 30\%
\]

Therefore, **the answer is 30%**.

Answer 9

To convert the number 260400 into a percentage, we need to establish it as a part of a whole. If we assume that 260400 represents a whole (100%), then the percentage would simply be 100%.

However, if you want to express 260400 as a percentage of another number, you would need to know that number.

Since none of the options relate directly to converting 260400 into a percent without knowing a whole, I will assume you want 260400 expressed relative to a typical base, like 1000000 (1 million), which is often used for such conversions.

If we calculate it as:

\[
\text{Percentage} = \left(\frac{260400}{1000000}\right) \times 100 = 26.04\%
\]

Given the options:

- 65%
- 15.3%
- 26%
- 60%

The closest option is **26%**.

If the question meant something else or if there is a specific whole number you want to use, please let me know!

Answer 10

Thank you for clarifying! If you intended for 260400 to be interpreted as \( \frac{260}{400} \), then let's calculate that as a percentage.

To convert \( \frac{260}{400} \) into a percentage:

1. Divide 260 by 400:
\[
\frac{260}{400} = 0.65
\]

2. To convert it to a percentage, multiply by 100:
\[
0.65 \times 100 = 65\%
\]

So, \( \frac{260}{400} \) is indeed **65%**. Thank you for the clarification, and I'm glad to assist!

Answer 11

To find 90% of 200, you can use the following calculation:

\[
90\% \text{ of } 200 = \frac{90}{100} \times 200
\]

Calculating this:

\[
= 0.90 \times 200 = 180
\]

Therefore, **90% of 200 is 180**. The correct response is **180**.