how to solve 6=hj+k for j
how to solve 6=hj+k for j
move k to the other side.
6-k = hj
divide both sides by h.
(6-k)/h = j
Check my work.
First, start of by using the subtraction property of equality:
the equation 6 = HJ + K turns to 6 - K = HJ, after subtracting K from both sides of the equation. You can then use the division property of equality to separate H from J and get your result:
the equation 6 - K = HJ turns into 6 - K/H = J after H is divided from both sides of the equation. Since there are no more like terms, this is your final answer. <3
6-k/h=j
To solve for j in the equation 6 = hj + k, you need to isolate the variable j on one side of the equation. Here's how you can do it:
Step 1: Move the constant term k to the other side of the equation.
Start with the equation: 6 = hj + k
Subtracting k from both sides: 6 - k = hj
Step 2: Divide both sides of the equation by h to solve for j.
To isolate j, divide both sides of the equation by h: (6 - k) / h = j
Therefore, j = (6 - k) / h is the solution for j in the equation 6 = hj + k.