Question

The value of the function f(x) is 25 when x=−1 and is 16 when x=2 . Explain how the slope of the function is found.(1 point) Responses The slope of the function is found using 25−162−(−1) which is 3. The slope of the function is found using the fraction with numerator 25 minus 16 and denominator 2 minus negative 1 which is 3. The slope of the function is found using 16−252−(−1) which is -3. The slope of the function is found using the fraction with numerator 16 minus 25 and denominator 2 minus negative 1 which is -3. The slope of the function is the value of f(x) when x=0 which is 22. The slope of the function is the value of f of x when x is equal to 0 which is 22. The slope of the function is found using 2−(−1)16−25 which is −13

Answer 1

The slope of the function is found using the fraction with numerator 16 minus 25 and denominator 2 minus negative 1 which is -3.