Question

What is r in terms of x, s and t? s=(2r+t)/(x)

Answer 1

To solve for r in terms of x, s, and t, you multiply both sides of the given equation by x, subtract t, and then divide by 2, resulting in r = (sx - t) / 2.

Step-by-step explanation:

To find the value of r in terms of x, s, and t, we start with the given equation s = (2r + t) / x. To solve for r, we need to manipulate this equation algebraically.

First, we'll multiply both sides by x to get rid of the denominator on the right side:

• s × x = (2r + t)

Next, we isolate the term containing r on one side by subtracting t from both sides of the equation:

• sx - t = 2r

Finally, we divide by 2 to solve for r:

• (sx - t) / 2 = r

So, the value of r in terms of x, s, and t is (sx - t) / 2.