For item 40, determine if the information provided is enough information to answer the question.
40. Kayla called Stacey to advise her that she had left for a party. Kayla also mention that
she drove off at 7:30pm. Stacey knew she lived about 7.3 km from Kayla. What time
will she get there?
the information alone from the call is enough to answer the question
b. the information alone from the call and time given is enough to answer the question
all the of the information is enough to answer the question
(d) All statements together are NOT enough to answer the question
a.
C.

The information provided is enough information to answer question 40 because we know Kayla left for a party at 7:30 pm and the distance between Kayla's location and Stacey's location is 7.3 km. We can use the formula for distance (distance = speed * time) to find the speed (km/h) that Kayla was traveling when she left. Once we know the speed, we can use the formula again to find out what time Stacey will arrive at Kayla's location.

Here's how we can calculate the speed:

distance = speed * time

7.3 = speed * (7.3 - 0) / 60

speed = (7.3 * 60) / 7.3

speed = 60 km/h

Now that we know the speed, we can calculate the time it will take Stacey to travel that distance:

distance = speed * time

7.3 = 60 * time / 1000

time = (7.3 * 1000) / 60

time = 121.67 minutes

Since there are 60 minutes in an hour, we can convert the time to hours: 121.67 minutes = 2 hours and 1 minute.

So, Stacey will arrive at Kayla's location at approximately 9:31 pm (7:30 pm + 2 hours).

Therefore, option a is the correct answer.