SOLUTION: Each year the residents of a country purchase 60 billion cartons of eggs. If there are 252 million people in the​ country, how many cartons of eggs are purchased per person

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Question 1121669: Each year the residents of a country purchase 60 billion cartons of eggs. If there are 252 million people in the​ country, how many cartons of eggs are purchased per person in one​ year?
Use scientific notation to represent the quantity and​ population, then compute the answer. Use 10 Superscript 9 for one billion and 10 Superscript 6 for one million. Express your final answer in decimal notation.

Found 2 solutions by MathLover1, Theo:
Answer by MathLover1(20850) About Me  (Show Source):
You can put this solution on YOUR website!
Each year the residents of a country purchase 60 billion cartons of eggs.
60 billion is 6%2A10%5E10
If there are 252 million people in the​ country, it is 252000000=2.52%2A10%5E8
how many cartons of eggs are purchased per person in one​ year?
divide cartons of eggs by the number of people
6%2A10%5E10%2F%282.52%2A10%5E8%29
6%2A10%5E2%2F2.52
238.095
since you have eggs, round it to whole number: 238


Answer by Theo(13342) About Me  (Show Source):
You can put this solution on YOUR website!
60 billion cartons of eggs is equal to 60 * 10^9

252 million people is equal to 252 * 10^6

the number of cartons of eggs for each person is equal to:

(60 * 10^9) / (252 * 10^6)

this can be shown as:

(60/252) * (10^9/10^6)

60 / 252 = .2380952381

10^9 / 10^6 = 10^(9-6) = 10^3.

therefore the number of cartons of eggs per person is equal to .2380952381 * 10^3 which is equal to 238.0952381.

you can use your calculator to confirm.

simply input (60*10^9)/(252*10^6)

the calculator should tell you that that result is 238.0952381 in decimal notation.

if it give you the result in scientific notation, then it should tell you that the answer is 2.380952381 * 10^2