Respuesta :
You need to isolate the variable by itself on one side of the equation. You do so by performing the inverse operations that were done to the variable....
(24-y)/4=4 multiply both sides by 4
24-y=16 subtract 24 from both sides
-y=-8 divide both sides by -1
y=8
(24-y)/4=4 multiply both sides by 4
24-y=16 subtract 24 from both sides
-y=-8 divide both sides by -1
y=8
(24-y)/4=4
First thing we see here is the fraction we need to get rid of.
To do this, we multiply both sides by 4. 4(24-y)/4 = 24-y so that side isnt a problem anymore.
24-y=4*4=16
24-y=16
after this, to get y alone, we need to get rid of 24. To do this, we subtract 24 from both sides. 24-y-24 =-y so this solves it.
-y=16-24=-8
since y is negative in this case, it would be prefered to multiply both sides with -1 as -y*-1 = y
y=8
Hence the answer is y=8
Feel free to ask questions :)
First thing we see here is the fraction we need to get rid of.
To do this, we multiply both sides by 4. 4(24-y)/4 = 24-y so that side isnt a problem anymore.
24-y=4*4=16
24-y=16
after this, to get y alone, we need to get rid of 24. To do this, we subtract 24 from both sides. 24-y-24 =-y so this solves it.
-y=16-24=-8
since y is negative in this case, it would be prefered to multiply both sides with -1 as -y*-1 = y
y=8
Hence the answer is y=8
Feel free to ask questions :)