Final answer:
Literal equations involve solving for a specific variable in terms of other variables, while 2-step equations involve finding the value of a variable using inverse operations.
Step-by-step explanation:
Literals equations involve solving for a specific variable in terms of other variables. In literal equations, instead of solving for a numerical value, we solve for a variable's value. This is different from solving 2-step equations, where we are finding the value of a variable using inverse operations.
For example, let's say we have the literal equation A = 2B + 3C, and we want to solve for B. To do this, we isolate B by performing the inverse operations. First, we subtract 3C from both sides to get A - 3C = 2B. Then, we divide both sides by 2 to get (A - 3C)/2 = B.
In contrast, when solving a 2-step equation like x + 4 = 10, our goal is to find the value of x. We use inverse operations to isolate x. In this case, we subtract 4 from both sides to get x = 6.