The solutions to each of the drop down boxes that relate the number of minutes and the number of hours are;
Box 1: The number of minutes is always GREATER than the number of hours.
Box 2; Using haruns equation, The number of minutes would be greater than the number of hours.
Box 3; Harun's equation will tell him the number of minutes for any given number of hours
Box 4; The equation that correctly shows the relationship between the number of minutes and the number of hours is; m = 60 × h
He wrote the equation; m = 60h
Where;
m is number of minutes
h is number of hours
We see that at h = 1, m = 60
Thus; the rate = 60/1
At h = 2, m = (60/1) × 2 = 120
At h = 3, m = (60/1) × 3 = 180
Thus;
At h = 2, m = 120
At h = 3, m = 180
Thus; The number of minutes would be greater than the number of hours.
Using harun's equation, we have;
m = 60 × h
At h = 1; m = 60 × 1 = 60
Thus;
At h = 2; m = 60 × 2 = 120
At h = 3; m = 60 × 3 = 180
Thus;
At h = 2, m = 120
At h = 3, m = 180
The number of minutes is always greater than the number of hours using harun's equation
Harun's equation will tell him the number of minutes for any given number of hours.
The equation that correctly shows the relationship between the number of minutes and the number of hours is;
m = 60 × h
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