Question

Given the equation Q = XJ, Q = 98, and J = 2.333, solve for X.

a) X = 42
b) X = 45
c) X = 40
d) X = 38

Answer 1

To solve for X, divide Q by J using the provided values (98 and 2.333), which results in X being approximately 42, corresponding to option (a).

Step-by-step explanation:

To solve for X given the equation Q = XJ, with Q = 98 and J = 2.333, you want to isolate X on one side of the equation. This can be done by dividing both sides of the equation by J:
Q / J = X

Substitute the known values for Q and J:

98 / 2.333 = X

Calculating this gives:

98 / 2.333 ≈ 42

Therefore, X = 42, which corresponds to option (a), exemplifying how to isolate and calculate the unknown variable by applying known values within a simple equation to ascertain the solution.