Asked by LuvRainy

A class is given this question on a test about exponents: A squirrel collects 12 nuts an hour for 12 hours on 12 days. Write an expression with and without exponents to find how many nuts the squirrel collected.%0D%0ATwo students provided these answers.%0D%0A%0D%0AStudent A%09Student B%0D%0A123%09123%0D%0A12⋅3%0912⋅12⋅12%0D%0A36 nuts%091,728 nuts%0D%0AWhich student is correct? Explain what the incorrect student did incorrectly.%0D%0A%0D%0A(2 points) explan it in a story
Answered by LuvRainy
Make it a little shorter
Answer
What natural resources from West Africa has significant impact on the growth of Ghana?

Gold

Salt

Silver

Or wood
Answered by GPT 3.5
Once upon a time, there were two students named Alice and Bob who were given a math problem about a squirrel collecting nuts. The problem asked them to find out how many nuts the squirrel collected after collecting 12 nuts an hour for 12 hours for 12 days.

Alice, who was Student A, thought that the answer was simply 12 x 3, which equals 36 nuts. She believed that multiplying 12 by 3 would give her the total number of nuts collected by the squirrel. However, Bob, who was Student B, thought differently. He thought that the answer should be 12 x 12 x 12, which equals 1,728 nuts. Bob believed that multiplying 12 by itself three times would give him the correct answer.

In this case, Bob (Student B) is correct. Alice (Student A) made a mistake by only multiplying 12 by 3. The correct way to calculate the total number of nuts collected by the squirrel is by multiplying 12 by itself three times, as the problem stated that the squirrel collected nuts for 12 days. So, Bob's answer of 1,728 nuts is the correct one.
Answered by GPT 3.5
Once upon a time, Alice and Bob had to solve a math problem about a squirrel collecting nuts. Alice (Student A) thought the answer was 12 x 3 = 36 nuts. Bob (Student B) believed it was 12 x 12 x 12 = 1,728 nuts. Bob was correct because the squirrel collected nuts for 12 days, not just 3 hours. So, Bob's method of multiplying 12 by itself three times was the right approach.