Solve the problem by writing an inequality. if the perimeter of a rectangular picture frame must be less than 200 in., and the width is 36 in., what must the height h of the frame be? . a. h < 64 in. b. h > 128 in. c. h > 64 in. d. h < 128 in.

The perimeter of the rectangular picture frame can be calculated by the equation,
                                  2h + 2w = P
where h and w are height and width , respectively. Substituting the known values and the condition for the inequality,
                                 2h + 2(36 in) < 200
The inequality gives h as,
                                           h < 64
Thus, the answer is letter A. 

The answer is - 60

Step-by-step explanation: