The model for the temperature of the juice, T , after t minutes by using Newton’s law of Cooling where a bottle of juice has initially a temperature of 70 ∘ F , it has left to cool in refrigerator that has temperature of 45 ∘ F , after 10 minutes the temperature of the juice is 55 ∘ F .
The model for the temperature of the juice, T , after t minutes by using Newton’s law of Cooling where a bottle of juice has initially a temperature of 70 ∘ F , it has left to cool in refrigerator that has temperature of 45 ∘ F , after 10 minutes the temperature of the juice is 55 ∘ F .
To calculate: The model for the temperature of the juice, T, after t minutes by using Newton’s law of Cooling where a bottle of juice has initially a temperature of 70∘F, it has left to cool in refrigerator that has temperature of 45∘F, after 10minutes the temperature of the juice is 55∘F.
(b)
To determine
To calculate: The temperature of the juice after 15 minutes where a bottle of juice has initially a temperature of 70∘F, it has left to cool in refrigerator that has temperature of 45∘F, after 10minutes the temperature of the juice is 55∘F.
(c)
To determine
To calculate: The time at which the temperature of the object is 55∘F where a bottle of juice has initially a temperature of 70∘F, it has left to cool in refrigerator that has temperature of 45∘F, after 10minutes the temperature of the juice is 55∘F.
Find the tangent line approximation 7 to the graph of f at the given point.
T(x) =
f(x) = csc(x), (8, csc(8))
Complete the table. (Round your answers to four decimal places.)
x
f(x)
T(x)
7.9
7.99
8
8.01
8.1
Can you solve it numerical method
Use the information to find and compare Ay and dy. (Round your answers to four decimal places.)
Function
x-Value
Differential of x
Ду
=
dy
=
y = x² + 2
x = -4
Ax = dx = 0.01
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