Asked by haneefa etimady on May 29, 2024

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Find and simplify f(a) +f(6) for the function f(x) =12x−7f ( x ) = 12 x - 7f(x) =12x7 .

A) f(a) +f(6) =12a+58f ( a ) + f ( 6 ) = 12 a + 58f(a) +f(6) =12a+58
B) f(a) +f(6) =12a+79f ( a ) + f ( 6 ) = 12 a + 79f(a) +f(6) =12a+79
C) f(a) +f(6) =12a+36f ( a ) + f ( 6 ) = 12 a + 36f(a) +f(6) =12a+36
D) f(a) +f(6) =12a+11f ( a ) + f ( 6 ) = 12 a + 11f(a) +f(6) =12a+11
E) f(a) +f(6) =12a+72f ( a ) + f ( 6 ) = 12 a + 72f(a) +f(6) =12a+72

Simplify

To simplify an expression means to reduce it to its simplest form, by performing all possible operations and combining like terms.

Evaluate

To calculate the value of an expression by substituting variables with given numerical values and performing the operations in the expression.

  • Assess and streamline rational expressions.
  • Analyze expressions by inserting specific numbers into functions.
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Verified Answer

UC
Ushmita Chettri

May 31, 2024

Final Answer :
A
Explanation :
First, find f(a)=12a−7f(a) = 12a - 7f(a)=12a7 . Then, find f(6)=12(6)−7=72−7=65f(6) = 12(6) - 7 = 72 - 7 = 65f(6)=12(6)7=727=65 . Adding them together gives f(a)+f(6)=12a−7+65=12a+58f(a) + f(6) = 12a - 7 + 65 = 12a + 58f(a)+f(6)=12a7+65=12a+58 .