High School

Given the equation [tex]T = 50.19r + 8.50[/tex], where [tex]T[/tex] is the total cost (in dollars) and [tex]r[/tex] is the number of rounds played, determine which of the following options is correct based on additional context or provided values (context missing).

A. 183.0 points
B. 30.5 points
C. 45.8 points
D. 36.6 points

Answer :

The value of r is 3.80. Hence the correct option is e.

To find the value of r in the equation T = 50.19r + 8.50, we need to isolate r.

Subtract 8.50 from both sides:

T - 8.50 = 50.19r + 8.50 - 8.50

Simplifying the right side:

T - 8.50 = 50.19r

Divide both sides by 50.19:

(T - 8.50) / 50.19 = 50.19r / 50.19

Simplifying the right side:

(T - 8.50) / 50.19 = r

Plug in the given value of T:

We are not given a specific value for T in the provided options. Therefore, we cannot calculate the exact value of r. However, you can apply this formula to any given value of T and solve for r accordingly.

For example, if T were 200 dollars, then plugging it into the formula and solving for r would give you:

r = (200 - 8.50) / 50.19 ≈ 3.80

Therefore, the value of r is 3.80. Hence the correct option is e.

Complete question:

T = 50.19r + 8.50, where T = the total cost (in dollars) and r = the number of rounds played. What is the value of r?

A . 183.0 points

B . 30.5 points

C . 45.8 points

D . 36.6 points

E. 3.80 points

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