A rectangular area of land is being sold off in smaller pieces. The total area of the land is 2^15 square miles. The pieces bein
g sold are 8^3 square miles in size. How many smaller pieces of land can be sold at the stated size? Compute the actual number of pieces.
2 answers:
Answer:
64
Step-by-step explanation:
We have been given that the total area of the land is 2^15 square miles. The pieces being sold are 8^3 square miles in size.
The number of smaller pieces of land will the quotient of total area and area of each small piece.

We can rewrite
as 

Using quotient property of exponents, we will get:



Therefore, 64 smaller pieces of land can be sold at the stated size.
Total area of the rectangular land = 2^15 sq. miles
= 32768 sq. miles
total area of the pieces being sold = 8^3 sq. miles
= 512 sq. miles
now total no. of pieces = total area of the land / the area of samaller land that's being sold
= 32768 / 512
= 64
so the actual number of pieces is 64
You might be interested in
He will use more tiles because 1/3 is smaller than 1/2 and the smaller the tiles the more you need to fill the place up.
5/6 chance that the next marble will be a white one
Answer:
f equals 85
Step-by-step explanation:
85 times 5 equals 425 plus 25 equal to 450
It's A because 7.5 is the starting point but it's not included so that point is circled.
Answer:
do what
Step-by-step explanation:
?