Answer:
- The numerator has 3 terms.
- The denominator includes a coefficient of 2.
and possibly (check your definitions)
- The denominator includes a coefficient of 4.
- The numerator includes a coefficient of 3.
Explanation:
Apparently, the exercise is to count terms and identify coefficients.
A term is a constant or the product of a constant and some constellation of variables.
A coefficient is a multiplier of the variable(s) of interest. Any term or expression multiplying only 1 (not any expression involving the variable(s) of interest), may be called a "constant coefficient."
Consider the expression ...
... axy +bx +cy +d
If we consider the variables x and y to be the variables of interest, then "d" is a "constant coefficient" and "a", "b", and "c" are the coefficients in the first three terms.
If we consider y to be the variable of interest, then "ax" and "c" are coefficients (or you could say (ax+c) is the coefficient of y) and (bx+d) is the "constant coefficient."
Your Mileage May Vary
Other sources identify a coefficient as the multiplier of variables. Those sources would ignore any constants or other expressions that don't multiply variables of interest. Check your reference text to see how it defines coefficient.
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Comment on your answer choices
You have selected contradictory answers: the numerator term count is 3; the numerator term count is 2. (The denominator term count is 2, but that is not on the list.)