there are 48 inches in 4 feet which is represented by the equation 4y=48x determine the number of inches per feet
The equation 4y = 48x represents the relationship between inches and feet. In this equation, y represents the number of feet and x represents the number of inches.
To determine the number of inches per foot, we need to rearrange the equation to isolate x, since we want x/1 (inches per foot).
Dividing both sides of the equation by 48:
(4y)/48 = (48x)/48
y/12 = x/1
So, we have x/1 which means there are x inches per 1 foot. Therefore, the number of inches per foot is x.
To determine the number of inches per foot, we can rearrange the given equation 4y = 48x.
Divide both sides of the equation by 4:
(4y)/4 = (48x)/4
Simplifying, we find:
y = 12x
This equation shows that for every unit of x (feet), y (inches) is equal to 12 times the value of x. Therefore, the number of inches per foot is 12.
To determine the number of inches per foot, we need to solve the equation 4y = 48x for y, where y represents the number of inches and x represents the number of feet.
Step 1: Divide both sides of the equation by 4 to isolate y:
4y/4 = 48x/4
y = 12x
Step 2: Now we have y in terms of x, where y represents the number of inches and x represents the number of feet. This means that for every foot, there are 12 inches. Therefore, the number of inches per foot is 12.
So, the answer is that there are 12 inches in 1 foot.