state the number of terms in the expression. (enter an exact number.) 5 - 7x + \\frac{(8x - 2)}{3 - 9x^{2}}

state the number of terms in the expression. (enter an exact number.) 5 - 7x + \\frac{(8x - 2)}{3 - 9x^{2}}

state the number of terms in the expression. (enter an exact number.) 5 - 7x + \\frac{(8x - 2)}{3 - 9x^{2}}

Answer

Explanation:

Step1: Recall the definition of a term

A term is a single number, variable, or the product of numbers and variables. In an algebraic expression, terms are separated by (+) or (-) signs.

Step2: Analyze the given expression (5 - 7x+\frac{(8x - 2)}{3 - 9x^{2}})

The first term is (5), the second term is (-7x), and the third term is (\frac{(8x - 2)}{3 - 9x^{2}})

Answer:

(3)