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HELP ME RN PLEASE
We-Haul rents a moving truck for $20.00 and $0.45 per mile. You-Haul rents the same size moving truck for $1.00 per mile but with no upfront charge.
Let c represent the overall cost for renting the moving truck.
Let m represent the miles traveled.
Which of the following statements are true about this situation? Select all that apply.

a
The following equations could be used to represent the situation: c = 0.45m + 20 c = 1.00m
b
The y-intercepts of each line represent the upfront charge to rent the moving truck.
c
At 38 miles, We-Haul would be a better deal.
d
The two truck rentals will cost the same around mile 35.36
e
The rate of change for You-Haul is larger than the rate of change for We-Haul

Sagot :

Answer:

*select all that apply*

All of these are true

Step-by-step explanation:


Answer choice A:

We-Haul: c = 0.45m + 20

You-Haul: c = 1m

--> TRUE


Answer Choice B:

the y-intercept is the upfront charge bc the charge for "per mile" is attached to "mx" and the "b" (y-intercept) is the upfront charge

--> TRUE


Answer choice C:

We-Haul -

c = 0.45(38) + 20 = $37.10


You-Haul -

c = 1m = $38.00


--> TRUE


answer choice D:

We-Haul -

c = 0.45(35.36) + 20 = $35.91


You-Haul -

c = 1m = $35.36


Since the two costs are very close to being the same, I think this is a true statement also


--> TRUE

Answer choice E:

You-Haul's rate is 1 mph whereas We-Haul's rate is 0.45mph. You-Haul's rate is 0.55 larger than We-Haul's

--> TRUE

Hope this helps :)

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