Question

G(t)=4/5t. when t =50

Answer 1

The task is to evaluate the linear function g(t) at t = 50, by substituting 50 into the function and then multiplying by 4/5.

Step-by-step explanation:

The question g(t)=4/5t when t = 50 is a Mathematics problem that involves evaluating a linear function at a specific value of the variable t. The function g(t) expresses a direct proportionality between g and t, and the question asks to find the value of g when t is equal to 50.

To solve this problem, we simply substitute t with 50 in the function and multiply by the constant 4/5: g(50) = ⅓(50). After performing the multiplication, we will obtain the value of g at t = 50.

It's essential to approach Mathematics problems step by step to avoid errors and reach a correct solution. Confirming the solution involves performing the calculations accurately and ensuring that units (if any) match appropriately throughout the problem.

Answer 2

G(50)=62.5
what you do is obviously put 50 in for t then do G(50)=4/5
G(50)= 1.25x50
G(50)= 62.5