4. The Jones experienced a lot of snow this year. On Saturday, the snow was falling at the exponential rate of 10% per hour. The Jones originally had 2 inches of snow. a. Write an exponential equation that models the inches of snow, S, on the ground at any given hour, b. (Recall that in general the exponential equation takes on the form of A = Ageht) Use the correct variables. S= b. If the snow began at 8 A.M. on Saturday and the Jones are expected home Sunday at 9 P.M., approximately how many feet of snow rounded to the nearest feet, will they have to shovel from their driveway? Is this enough to cancel school on Monday? c. After about how many hours, will the snow be at least 2 feet? (Hint: 'e' can be found on your calculator right above the 'In' function key. Be careful with conversion factors, inches in 1 foot).

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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4. The Jones experienced a lot of snow this year. On Saturday, the snow was falling at the
exponential rate of 10% per hour. The Jones originally had 2 inches of snow.
a. Write an exponential equation that models the inches of snow, S, on the ground at any given
hour, b. (Recall that in general the exponential equation takes on the form of A = Ageht) Use the
correct variables. S=
b. If the snow began at 8 A.M. on Saturday and the Jones are expected home Sunday at 9 P.M.,
approximately how many feet of snow rounded to the nearest feet, will they have to shovel from their
driveway?
Is this enough to cancel school on Monday?
c. After about how many hours, will the snow be at least 2 feet?
(Hint: 'e' can be found on your calculator right above the 'In' function key. Be careful with
conversion factors, inches in 1 foot).
Transcribed Image Text:4. The Jones experienced a lot of snow this year. On Saturday, the snow was falling at the exponential rate of 10% per hour. The Jones originally had 2 inches of snow. a. Write an exponential equation that models the inches of snow, S, on the ground at any given hour, b. (Recall that in general the exponential equation takes on the form of A = Ageht) Use the correct variables. S= b. If the snow began at 8 A.M. on Saturday and the Jones are expected home Sunday at 9 P.M., approximately how many feet of snow rounded to the nearest feet, will they have to shovel from their driveway? Is this enough to cancel school on Monday? c. After about how many hours, will the snow be at least 2 feet? (Hint: 'e' can be found on your calculator right above the 'In' function key. Be careful with conversion factors, inches in 1 foot).
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