The temperature of an oven remains constant at 371 degrees Fahrenheit. A potato is placed in the oven to bake. The difference between the temperature of the oven and that of the potato after mi-
Nutes in the oven is given by $D = 296 \times 0.92 ^ { t}$ degrees Fahrenheit. Write a formula that gives the tempera-
Ture $T$ , in degrees Fahrenheit, of the potato after minutes in the oven.
A) $T = 371 - 296 \times 0.92 ^ { t }$
B) $T = 371 + 296 \times 0.92 ^ { t }$
C) $T = 371 \times 296 \times 0.92 ^ { t }$
D) $T = 296 \times 0.92 ^ { t } - 371$

Question

The temperature of an oven remains constant at 371 degrees Fahrenheit. A potato is placed in the oven to bake. The difference between the temperature of the oven and that of the potato after  mi-
Nutes in the oven is given by $D = 296 \times 0.92 ^ { t}$ degrees Fahrenheit. Write a formula that gives the tempera-
Ture $T$ , in degrees Fahrenheit, of the potato after  minutes in the oven. 
A) $T = 371 - 296 \times 0.92 ^ { t }$ 
B) $T = 371 + 296 \times 0.92 ^ { t }$ 
C) $T = 371 \times 296 \times 0.92 ^ { t }$ 
D) $T = 296 \times 0.92 ^ { t } - 371$

Quizplus · Accepted Answer

The Answer of The temperature of an oven remains constant at 371 degrees Fahrenheit. A potato is placed in the oven to bake. The difference between the temperature of the oven and that of the potato after  mi-
Nutes in the oven is given by $D = 296 \times 0.92 ^ { t}$ degrees Fahrenheit. Write a formula that gives the tempera-
Ture $T$ , in degrees Fahrenheit, of the potato after  minutes in the oven. 
A) $T = 371 - 296 \times 0.92 ^ { t }$ 
B) $T = 371 + 296 \times 0.92 ^ { t }$ 
C) $T = 371 \times 296 \times 0.92 ^ { t }$ 
D) $T = 296 \times 0.92 ^ { t } - 371$

The Temperature of an Oven Remains Constant at 371 Degrees D=296×0.92tD = 296 \times 0.92 ^ { t}D=296×0.92t

The Temperature of an Oven Remains Constant at 371 Degrees $D = 296 \times 0.92 ^ { t}$