Question

Combine like terms. 8t + 5 + 3t − 3

Answer 1

Answer: The simplified form of the expression 8t + 5 + 3t - 3 is 11t + 2.

Explanation:

Step 1: Identify the like terms. In the given expression, the terms 8t and 3t are like terms because they both have the variable 't'.

Step 2: Combine the coefficients of the like terms. Add the coefficients of 8t and 3t. 8t + 3t = 11t.

Step 3: Simplify the constant terms. Combine the constant terms 5 and -3. 5 - 3 = 2.

Step 4: Write the simplified expression. Now, substitute the combined coefficients and simplified constant into the expression. The simplified expression is 11t + 2.

Therefore, the combined like terms of the expression 8t + 5 + 3t - 3 are 11t + 2.

Answer 2

11t - 2

Explanation:

To solve you first have to rearrange the equation to move terms with the same variable into the same spots to be added

(8t+3t)+(5-3)

Next you add the terms with the same variable to combine the like terms

(11t -2)