Question

NEED ANSWERED ASAP PLEASE.


Translate the sentence into an equation. Two less than the quotient of a number and 7 equals 8 . Use the variable y for the unknown number.

Answer 1

Write out what the statements represent:

"the quotient of a number and 7" -> (y / 7)
"Two less than" -> -2
"equals 8" -> = 8

The sentence will be translated into the following equation:

$\boxed{(y \div 7) - 2 = 8}$

Answer 2

Answer: 
$\boxed {y \div7 -2 =8}$

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Solution-
What we already know:
"Two less than the quotient of a number and 7 equals 8."
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How to translate the sentence into an equation:
We will translate the sentence into an equation by using our mathematical knowledge and applying the statements provided into our equation.
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Statement: "the quotient of a number and 7"
Expression: $y \div 7$

Statement: "two less than:
Visual: "-2"

Statement: "equals 8"
Visual: "=8"
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Solve:
After we apply all of the above together, the equation would look like. 
$y \div7 -2 =8$
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Hence, the answer would be $\boxed {y \div7 -2 =8}$