Final answer:
To solve for x in the expression 65°+(4x+1)°, combine like terms and simplify to get 66° + 4x.
Step-by-step explanation:
To solve for x in the expression 65°+(4x+1)°, we need to combine like terms. The values in parentheses, 4x+1, can be added to 65° to simplify the expression. Therefore, the expression becomes 65° + 4x + 1°.
Now, we can combine the like terms, 65° and 1°, to get a single degree value, which is 66°. Therefore, the expression can be written as 66° + 4x.
Since there are no values or variables that can further simplify the expression, we have our final answer: 66° + 4x.
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