5. Kwami had two large sheets of paper. He cut each piece of paper in half, then he cut the smaller pieces of paper in half two more times.
a). Write this as a power.

b). How many pieces of paper does Kwami have now?

Since Kwami had two large sheets of paper, and he cut each piece of paper in half, and then he cut the smaller pieces of paper in half two more times, to write this as a power and determine how many pieces of paper does Kwami have now the following calculation must be performed:

First, you must consider the division of the paper, and then consider the number of times that process was repeated.

1 x 2 + (1 x 2) ³ = X
2 + 2³ = X
2 + 8 = X
10 = X

So now Kwami has 10 pieces of paper.

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5. Kwami had two large sheets of paper. He cut each piece of paper in half, then he cut the smaller pieces of paper in half two more times. a). Write this as a power. b). How many pieces of paper does Kwami have now?

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5. Kwami had two large sheets of paper. He cut each piece of paper in half, then he cut the smaller pieces of paper in half two more times.
a). Write this as a power.

b). How many pieces of paper does Kwami have now?