What is the equation x=y+z solved for z?
A. X+y=z
B. X/y=z
C. Y/x=z
D. X-y=z••
Correct me
I know that b and c are wrong because they are both division.if x is the total then you would subtract y or z from x. Since we are looking for z we have to subtract y from x. So which one has y being subtracted from x and equaling z.
That's a hint.
In the formula rt = d, r is rate, t is time, and d is distance. What is the rate for a runner who completes 7.5 miles in 1.5 hours?
The equation x = y + z can be solved for z by isolating the variable z on one side of the equation. To do this, you need to perform reverse operations or algebraic manipulations on both sides of the equation.
Starting with the equation x = y + z:
1. Begin by subtracting y from both sides of the equation:
x - y = z
So the correct equation, solving for z, would be:
D. x - y = z