Question

The cost of tuition at a community college is given by C(x) = 477 + 71x, where x is the number of credit hours. Interpret the slope of this function as a rate of change. A. The tuition at the community college increases by $71 for each additional credit hour. B. The tuition at the community college increases by $477 for each additional 71 credit hours. C. The number of credit hours increases by 71 for each increase of $477 in tuition. D. The tuition at the community college increases by $477 for each additional credit hour.

          The cost of tuition at a community college is given by C(x) = 477 + 71x, where x is the number of credit hours. Interpret the slope of this function as a rate of change.
A. The tuition at the community college increases by $71 for each additional credit hour.
B. The tuition at the community college increases by $477 for each additional 71 credit hours.
C. The number of credit hours increases by 71 for each increase of $477 in tuition.
D. The tuition at the community college increases by $477 for each additional credit hour.

The cost of tuition at a community college is given by C(x) = 477 + 71x, where x is the number of credit hours. Interpret the slope of this function as a rate of change.
A. The tuition at the community college increases by 71 for each additional credit hour.
B. The tuition at the community college increases by477 for each additional 71 credit hours.
C. The number of credit hours increases by 71 for each increase of 477 in tuition.
D. The tuition at the community college increases by477 for each additional credit hour.

Added by Heather P.

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