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The sea floor is 104 feet below sea level. Katy is 28 feet below sea level. She is moving downward at a rate of 4 feet per minute.

Colin used the following calculation to determine how long it will take Katy to reach the sea floor. Is he correct? Explain.

\[ 104 - 28 \div 4 = 97 \text{ minutes} \]

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Explanation:

Answer :

Answer:

No, Colin is not correct. He needs to subtract first to get the total distance and then divide by the rate. He should have put parentheses around 104–28 and then divided by 4 to get the answer of 19 minutes.

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Rewritten by : Barada

The time it will take Katy to reach the sea floor is 19 minutes.

How to find time it will take her to reach a depth?

The time it will take her to reach the sea floor can be calculated as follows:

depth of sea floor = 104 feet

Katy height below sea level = 28 feet

Therefore, she is moving a downward rate of 4 feet per minute.

The time it will take her to reach the sea floor is as follows;

depth to cover = 104 - 28 = 76

Therefore,

rate = distance / time

4 = 76 / t

cross multiply

4t = 76

t = 76 / 4

t = 19 minutes

Therefore, It will take her 19 minutes to reach the sea floor.

learn more time here: https://brainly.com/question/2343762

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