3mph 3 mph from south 8 mph 8 mph from west 9 mph 9 mph from west 3 mph 3 mph from southwest 3 mph 3 mph from southwest 2 mph 2 mph from southwest 2 mph 2 mph from southwest 2 mph 2 mph from southwest 3 mph 3 mph from south 3 mph 3 mph from west 4 mph 4 mph from northwest 2 mph 2 mph from north 2 mph 2 mph from northwest 1 mph 1 mph from north 2 mph 2 mph from north 1 mph 1 mph from northwest 3 mph 3 mph from northwest 4 mph 4 mph from west 4 mph 4 mph from west 3 mph 3 mph from west 3 mph 3 mph from southeast 2 mph 2 mph from southeast 2 mph 2 mph from south 4 mph 4 mph from south 6 mph 6 mph from southwest 7 mph 7 mph from west 9 mph 9 mph from west 6 mph 6 mph from west 6 mph 6 mph from northwest 5 mph 5 mph from northwest 4 mph 4 mph from northwest 4 mph 4 mph from northwest 6 mph 6 mph from northwest 6 mph 6 mph from northwest 7 mph 7 mph from northwest 4 mph 4 mph from northwest 3 mph 3 mph from north 3 mph 3 mph from northeast 4 mph 4 mph from north 4 mph 4 mph from north 5 mph 5 mph from north 5 mph 5 mph from northwest 5 mph 5 mph from north 3 mph 3 mph from north 3 mph 3 mph from north 3 mph 3 mph from north 3 mph 3 mph from north 4 mph 4 mph from northwest 5 mph 5 mph from northwest 6 mph 6 mph from west 6 mph 6 mph from west 4 mph 4 mph from northwest 4 mph 4 mph from northwest 4 mph 4 mph from northwest 6 mph 6 mph from west 6 mph 6 mph from west 10 mph 10 mph from northwest 11 mph 11 mph from west 11 mph 11 mph from northwest 7 mph 7 mph from west 6 mph 6 mph from northwest 6 mph 6 mph from northwest 5 mph 5 mph from northwest 5 mph 5 mph from west 7 mph 7 mph from west 7 mph 7 mph from west 7 mph 7 mph from west 4 mph 4 mph from west 3 mph 3 mph from northwest 3 mph 3 mph from west 3 mph 3 mph from southwest 4 mph 4 mph from southwest 6 mph 6 mph from west 7 mph 7 mph from west 6 mph 6 mph from west 4 mph 4 mph from west 3 mph 3 mph from northwest 3 mph 3 mph from southwest 3 mph 3 mph from south 4 mph 4 mph from southwest 6 mph 6 mph from southwest 6 mph 6 mph from southwest 6 mph 6 mph from west 4 mph 4 mph from southwest 4 mph 4 mph from southeast 4 mph 4 mph from southeast 5 mph 5 mph from southeast 5 mph 5 mph from south 7 mph 7 mph from south 8 mph 8 mph from southwest 8 mph 8 mph from southwest 5 mph 5 mph from southwest 5 mph 5 mph from south 5 mph 5 mph from south 6 mph 6 mph from south 6 mph 6 mph from south 9 mph 9 mph from southwest 9 mph 9 mph from southwest 9 mph 9 mph from southwest 6 mph 6 mph from southwest 5 mph 5 mph from south 5 mph 5 mph from south 5 mph 5 mph from south 5 mph 5 mph from south 6 mph 6 mph from south 7 mph 7 mph from southwest 7 mph 7 mph from southwest 5 mph 5 mph from southwest
so you know that it cost $6 to see a movie you subtract p - 6 to get your answer
hope this !
Another question on Mathematics
Mathematics, 21.06.2019 21:30
In a two-digit number the units' digit is 7 more than the tens' digit. the number with digits reversed is three times as large as the sum of the original number and the two digits. find the number.
Consider the following equation. 1/2x^3+x-7=-3sqrtx-1 approximate the solution to the equation using three iterations of successive approximation. use the graph below as a starting point. a. b. c. d.