PLEASE HELP I NEED IT BAD!!! 1. The graph below shows the distance a family travels on a trip to the
beach versus the time it takes to get there.
Beach Trip
a. What is the average rate of change in
distance over the entire trip?
b. What is the average rate of change in
distance between the 2nd and 4th hour?
between the 4th and 5th hour?
between the 5th and 6th hour?
between the 6th and 8th hour?
a. What is the average rate of change in height
over the first 2.5 seconds?
between 2.5 sec to 5 sec?
Distance (Miles)
between 0 sec to 1 sec?
-350
between 1 sec to 2 sec?
-300
250
b. Is the rate of change the same in each
interval? Explain why or why not
-200
c. Are the average rates of change in the above intervals the same?
Explain why or why not.
d. Is the rate of change constant over the entire trip?
150
-100
2. A golf ball is hit and the height it reaches over time is modeled in the
graph below:
-50
Height of Ball (feet)
40
98888
36
-30
Time (Hours)
25
20
-15
10
Golf Ball
Time (seconds)
c. What is the average rate of change in height over the entire 5
seconds?
4
. At 7:00 pm the temperature is 72°F. At 10:00 pm it is 52°F. Find the
average rate of change in the temperature.

PLEASE HELP I NEED IT BAD 1 The graph below shows the distance a family travels on a trip to the beach versus the time it takes to get there Beach Trip a What i class=

Respuesta :

The average rate of change in distance over the entire trip, the average rate of change in distance between the 2nd and 4th hour, the 5th and 6th hour, the 6th and 8th hour are 43. 75 miles per hour, 37. 5 miles per hour, zero and 25 miles per hour respectively.

What is rate?

Rate can be defined as a ratio that compares two different quantities with  different units.

For instance; the rate of change of volume with time is given as;

Rate = volume/ time

a.  What is the average rate of change in distance over the entire trip

The parameters are:

  • Distance
  • Time

Rate = Δ Distance/ Δ Time

For the total trip;

Rate = [tex]\frac{350 - 0}{8 - 0}[/tex]

Rate = [tex]\frac{350}{8}[/tex]

Rate = 43. 75 miles per hour

b. What is the average rate of change in distance between the 2nd and 4th hour

Rate = [tex]\frac{225 - 150}{4 - 2}[/tex]

Rate = [tex]\frac{75}{2}[/tex]

Rate = 37. 5 miles per hour

5th and 6th hour

Rate = [tex]\frac{300 - 300}{6 - 5}[/tex]

Rate = [tex]\frac{0}{1}[/tex]

Rate = 0

6th and 8th hour

Rate = [tex]\frac{350 - 300}{8 - 6}[/tex]

Rate = [tex]\frac{50}{2}[/tex]

Rate = 25 miles per hour

c. The average rate of change between the intervals are different because the distance either decreases with time.

Thus, the average rate of change in distance over the entire trip, the average rate of change in distance between the 2nd and 4th hour, the 5th and 6th hour, the 6th and 8th hour are 43. 75 miles per hour, 37. 5 miles per hour, zero and 25 miles per hour respectively.

Learn more about rate here:

https://brainly.com/question/8728504

#SPJ1