how do you write equation using function notation on this: 2x-8y=-8
please help
Function notation uses 'f(x)' in place of 'y'.
First solve the equation for y and then replace the 'y' with 'f(x)'.
For this problem:
Solve for y: 2x - 8y = -8
Remove the 2x from the left side by subtracting 2x from both sides:
2x - 2x - 8y = -8 - 2x
- 8y = -8 - 2x
Remove the -8 from the left side by dividing both sides by -8:
-8y / -8y = (-8 - 2x) / -8
y = (-8 - 2x) / -8
Then replace the 'y' with 'f(x)':
f(x) = (-8 - 2x) / -8
This can be simplified: ( -8 - 2x ) / -8 = -8 / -8 - 2x / -8 1 + ¼x
f(x) = ¼x + 1
Function notation uses 'f(x)' in place of 'y'.
First solve the equation for y and then replace the 'y' with 'f(x)'.
For this problem:
Solve for y: 2x - 8y = -8
Remove the 2x from the left side by subtracting 2x from both sides:
2x - 2x - 8y = -8 - 2x
- 8y = -8 - 2x
Remove the -8 from the left side by dividing both sides by -8:
-8y / -8y = (-8 - 2x) / -8
y = (-8 - 2x) / -8
Then replace the 'y' with 'f(x)':
f(x) = (-8 - 2x) / -8
This can be simplified: ( -8 - 2x ) / -8 = -8 / -8 - 2x / -8 1 + ¼x
f(x) = ¼x + 1