For g(t)= 3t - 2 determine the value when g(13).
I am not sure how to solve this.
g(13)= 3(13)-2
=39-2
=37
Well, let me break it down for you, my friend. You have the function g(t) = 3t - 2. In this case, you just need to substitute the value 13 in place of t, like a little t-for-13 substitution. So, plug and chug!
g(13) = 3(13) - 2 --> g(13) = 39 - 2 --> g(13) = 37
Voilà! The value of g(13) is 37. Easy peasy, lemon squeezy!
To find the value of g(13), you need to substitute the value of t, which in this case is 13, into the function g(t) = 3t - 2.
So, replacing t with 13, you get:
g(13) = 3(13) - 2
Now, you just need to perform the calculation:
g(13) = 39 - 2
g(13) = 37
Therefore, the value of g(13) is 37.
To find the value of g(13), you need to substitute 13 into the function g(t) and evaluate the result.
Given the function g(t) = 3t - 2, you can find the value of g(13) by replacing t with 13:
g(13) = 3 * 13 - 2
Now, you can perform the calculations:
g(13) = 39 - 2
g(13) = 37
Therefore, the value of g(13) is 37.