Question

What is the value of d when d
=
and t = 8?
3t+
4
+4

Answer 1

To clarify, I understand that the equation is "d = (3t + 4) + 4", and you have provided the value of t as 8.

Let's substitute the given value of t into the equation and solve for d:

d = (3 * 8 + 4) + 4

d = (24 + 4) + 4

d = 28 + 4

d = 32

Therefore, when t = 8, the value of d is 32.

Answer 2

The value of d can be found using the given equation: d = 3t + 4/4 + 4. Substituting in the value of t as 8, we simplify the expression to find that d = 37.

Step-by-step explanation:

The value of d can be found using the given equation:

d = 3t + 4⁄4 + 4

Substituting in the value of t as 8:

d = 3(8) + 4⁄4 + 4

Simplifying the expression, we get:

d = 32 + 1 + 4

Therefore, the value of d is 37.