Solve for `y`. Use the note pad to show your work, then type your equation in the box below.
`4x-y=24`
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To solve for `y` in the equation `4x - y = 24`, we will isolate `y` by moving all other terms to the other side of the equation.
Step 1: Start with the given equation: `4x - y = 24`.
Step 2: To move the `4x` term to the other side, we can subtract `4x` from both sides of the equation:
`4x - 4x - y = 24 - 4x`
Simplifying the left side gives us:
`-y = 24 - 4x`
Step 3: Next, we can rearrange the terms on the right side of the equation:
`-y = -4x + 24`
Step 4: To solve for `y`, we can multiply both sides of the equation by -1 to change the sign of `-y`. This step is optional, but it makes the coefficient of `y` positive:
`-1 * -y = -1 * (-4x + 24)`
Simplifying both sides:
`y = 4x - 24`
Therefore, the equation `4x - y = 24` can be rewritten as `y = 4x - 24`.
To solve for `y` in the equation 4x - y = 24, we'll isolate the variable `y` by moving the term with `x` to the other side of the equation.
Starting with the original equation:
4x - y = 24
To move the term with `x` to the other side, we'll subtract 4x from both sides:
4x - 4x - y = 24 - 4x
Simplifying the left side gives:
-y = -4x + 24
Next, to solve for `y`, we need to get rid of the negative sign. We can do this by multiplying the entire equation by -1:
(-1)(-y) = (-1)(-4x + 24)
This gives us:
y = 4x - 24
Therefore, the equation when `y` is solved is:
y = 4x - 24