The value of a tractor, in dollars, x years from its models year can be predicted by the function
2 answers:
Answer: The tractor will be $1442.55 more worth than the truck 5 years after their model years .
Step-by-step explanation:
Given : The value of a tractor, in dollars, <em>x</em> years from its models year can be predicted by the function .
The value of a certain truck (in dollars) <em>x</em> years from its model year can be predicted by the exponential function given in the table.
As x= 5 , we have
The value of a tractor , 5 years from its models year :
From , the table , the value of a certain truck 5 years from its model year g(5)=7414.80
Difference= f(5)-g(5)= 8857.35- 7414.80= 1442.55
Hence, the tractor will be $1442.55 more worth than the truck 5 years after their model years .
You might be interested in
Answer: B. c = 16d + 18
I'm gonna go with c = 16d + 18
Step-by-step explanation: letter B or letter D
Answer
5.0/5
6
Brainly User
Days : 1 2 3 4 →→→→→→D(X axis)
Rent a Truck: 34 50 66 82→→→→→→R(Y axis)
As you can observe from number of Days and Amount to rent a truck , if you rent for a day the price being $ 34 and with increase in Day the rent increases by $ 16.
Plotting the point on graph , found that these points are collinear.
So, we can Represent this relation between days and Rent in equation of two variables representing a line.
Two point formula of line:
→→Equation of line passing through two points
So , line representing Days and rent is :
So, the rule representing Days and Rent is: 16 D - R + 18=0
...............................................................................................................................................
The answer is 18
If you subtract 47-29=18
Then if you subtract 47-65=18 the pattern is to add 18
