Question

Let a function be given by g(a) = 5a + 3/2a. What is g(a) - 2a?

Answer 1

To find g(a) - 2a, substitute the expression for g(a) in the given expression and simplify.

Step-by-step explanation:

The given function is g(a) = 5a + 3/2a. To find g(a) - 2a, we substitute the expression for g(a) in the given expression and simplify.

1. g(a) - 2a = (5a + 3/2a) - 2a
2. Simplify the expression using the distributive property of multiplication: g(a) - 2a = 5a + (3/2a) - 2a
3. Combine like terms: g(a) - 2a = 3a + (3/2a)

Therefore, g(a) - 2a = 3a + (3/2a).