Gretchen lives in Florida, for the current temperature 69°F and rising at a rate of 2°F per hour. She's talking on the phone to her friend in Indiana where the temperature is now 84°F and falling at a rate of 3°F per hour.

A.) If the temperature continue changing at the same rates, how many hours would Gretchen and her friend have to talk before the temperature become equal?

B.) What will the temperature be?

Question

June Reynolds

Mathematics

21 January, 22:12

Gretchen lives in Florida, for the current temperature 69°F and rising at a rate of 2°F per hour. She's talking on the phone to her friend in Indiana where the temperature is now 84°F and falling at a rate of 3°F per hour.

A.) If the temperature continue changing at the same rates, how many hours would Gretchen and her friend have to talk before the temperature become equal?

B.) What will the temperature be?

+4

Answers (1)

Know the Answer?

Gracie Gallegos · Answer 1

69 + 2h = 84 - 3h

2h + 3h = 84 - 69

5h = 15

h = 15/5

h = 3 < = = = the temps will be the same in 3 hrs

69 + 2 (3) = 69 + 6 = 75

84 - 3 (3) = 84 - 9 = 75

and the temps will both be 75 F <==