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Answer :
[tex]\(116 + 60\) factors as \(4(29 + 15)\). Simplifying further, it becomes \(4 \times 44\), resulting in \(176\). Thus, \(116 + 60 = 176\).[/tex]
To factor the expression (116 + 60), we first find the greatest common divisor (GCD) of the two numbers, which is 4. Then, we rewrite each term as a product of 4 and its respective quotient:
[tex]\(116 = 4 \times 29\)\(60 = 4 \times 15\)[/tex]
Now, we can factor out the common factor of 4:
[tex]\(116 + 60 = 4 \times 29 + 4 \times 15\)[/tex]
Next, we can factor out the common factor of 4:
[tex]\(= 4 \times (29 + 15)\)[/tex]
Now, we simplify the expression within the parentheses:
[tex]\(= 4 \times 44\)[/tex]
Finally, we multiply 4 by 44 to get the final result:
[tex]\(= 176\)So, \(116 + 60\) factors to \(4 \times 44\), or simply \(176\).[/tex]
The complete question is;
Factor the expression
116 + 60 =
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