PLEASE HELP I GIVE THANKS

Answers

Answer 1

Answer: I am pretty sure it is (c). I used a formula, ( 25.00+(2.50*n))
substitute the variable "n" for the number of deliveries made.

Answer

It will take Carl 1.76 minutes to run 1.5 laps

Explanation

We know from our problem that Chris runs a lap in 1.17 minutes, so he will run half a lap in half the time: $(1.17)/(2) =0.585$ minutes.

We have the time it takes Chris to run 1 lap and the time it takes him to run half (0.5) laps, so, to find how long it takes him to run 1.5 laps, we just need to add the two times:

Total time = 1.17 minutes + 0.585 minutes

Total time= 1.755

Since we need to round to two places, we check if the number after the 2nd place is 5 or bigger; if it is, we add 1 to the number on the 2nd place. The number after the 2nd place is 5, so we add 1 to the 5 in the 2nd place to get:

Total time = 1.76 minutes

Carl will run 1.5 laps in 1.76 minutes

the ratio of Jane to Maria's income is 8:5. If jane's income is $400 what is Maria's income? How much more greater is Jane's income compared to Maria'?

Answers

part 1
8:5
400:250
notice that to keep proportion, you must multiply each side by 50
part 2
find the difference
400-250

Find a container that you think holds more than 1 liter. Use a marked liter container to measure the capacity of the container you selected. Explain how you measured the capacity

Answers

You would have to get the container and put water in it but the container has to hold more than 1 liter so you would see where the water is at the measured point.

5 to the third power times 25

Answers

Okay, to do "powers", which is exponents, just multiply the number by itself.

So, 5 to the third power, or 5 cubed, or simply 5³, is equal to 5 x 5 x 5.

$5*5=25 \n 25*5=125$
We get 125.

Now multiply 125 by 25.
$125*5=3125$

Our final answer is 3125.

The value of expression which is expressed as "5 to the third power times 25" is 3125.

To calculate the value of the expression "5 to the third power times 25," we start by finding the value of 5 raised to the power of 3. This means multiplying 5 by itself three times: 5 × 5 × 5. The result is 125.

Next, we multiply this result by 25. Multiplying 125 by 25 gives us 3125. Therefore, the value of the expression "5 to the third power times 25" is 3125. This means that when we raise 5 to the power of 3 and then multiply it by 25, we get the final result of 3125.

Therefore, the required value is 3125.

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The given question is incomplete, the complete question is

What is the value of expression which is expressed as "5 to the third power times 25"?

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