Which row in the table below contains a number that is a multiple of 9 and another that is a perfect square?

A - 45 80 65 39
B - 33 25 79 61
C - 8 27 44 19
D - 64 32 85 108

C

- 8 27 44 19

To find the row that contains a number that is a multiple of 9 and another that is a perfect square, we need to analyze each row of the table.

Row A: The numbers 45, 80, 65, and 39 are not multiples of 9. None of them are perfect squares.
Row B: The numbers 33, 25, 79, and 61 are not multiples of 9. The number 25 is a perfect square.
Row C: The numbers 8, 27, 44, and 19 are not multiples of 9. The number 27 is a perfect square.
Row D: The numbers 64, 32, 85, and 108 are multiples of 9. The number 64 is a perfect square.

So, the row that contains a number that is a multiple of 9 and another that is a perfect square is Row D.