When quin returned from vacation, he turned the heat back on his home. he set the temperature as high as it could go. Q represents the temperature in Quinn’s home (in degrees Celsius) after t minutes.

Q = 15 + 0.4t

A. What was the temperature when Quinn returned from vacation?

B. how much does the temperature increase every minute?

C. How much will the temperature increase if Quinn leaves the heat on for 20 minutes

A. Q = 15 °C

B.  0.4 °C

C. Q = 23 °C

Step-by-step explanation:

The following equation models the temperature of Quin's home,

Q = 15 + 0.4t

Where Q is the temperature in degree Celsius and t is the time in minutes

A. What was the temperature when Quinn returned from vacation?

At this time, t = 0 since Quin is just arrived

Q = 15 + 0.4(0)

Q = 15 °C

B. how much does the temperature increase every minute?

0.4(t)

0.4(1)

0.4 °C

The temperature increases by 0.4 centigrade every minute.

C. How much will the temperature increase if Quinn leaves the heat on for 20 minutes

For t = 20 mins

Q = 15 + 0.4(20)

Q = 15 + 8

Q = 23 °C

529 and 531

step-by-step explanation:

1. sometimes

2. never true

3. sometimes

step-by-step explanation:

these are pretty self explanatory if you know what supp right and com angles are