Thirty-five states in a country have four-star hotels. Assume the country has 50 states. (a) What fraction of the states can claim at least one four-star hotel? (b) How many states do not have a four-star hotel? (c) Write the fraction of states without a four-star hotel.

a. The fraction of states with a four-star hotel ... (Simplify your answer.)

Question

Mathematics

Livingston

5 July, 08:54

Thirty-five states in a country have four-star hotels. Assume the country has 50 states. (a) What fraction of the states can claim at least one four-star hotel? (b) How many states do not have a four-star hotel? (c) Write the fraction of states without a four-star hotel.

a. The fraction of states with a four-star hotel ... (Simplify your answer.)

+4

Answers (1)

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Nash Bray · Answer 1

(a) 7/10

the portion of states that have a four star hotel compared to how many states there are uses the fraction 35/50. You must simplify this, and to do this you find the greatest value with can divide the numerator and the denominator. This is 5. 35/5=7, and 50/5 = 10, therefore, 7/10

(b) 15

simply subtract the number of states which have a four star hotel from the total number of states

(c) 3/10

this is the same logic as (a). use the answer you got from part b, and simplify the fractions