Math / Algebra

QuestionTranslate the following phrase into an algebraic expression: six times seven $y$ less than ten.

Studdy Solution

STEP 1

1. We need to translate a verbal phrase into an algebraic expression.
2. The phrase is "six times seven $y$ less than ten."

STEP 2

1. Identify the mathematical operations described in the phrase.
2. Translate each part of the phrase into algebraic terms.
3. Combine the terms to form the complete algebraic expression.

STEP 3

Identify the mathematical operations described in the phrase.
- "Six times" indicates multiplication. - "Seven $y$ " indicates the product of 7 and $y$ . - "Less than" indicates subtraction. - "Ten" is a constant value.

STEP 4

Translate each part of the phrase into algebraic terms.
- "Six times seven $y$ " translates to $6 \times 7y$ . - "Less than ten" indicates that we subtract the previous result from 10.

STEP 5

Combine the terms to form the complete algebraic expression.
The phrase "six times seven $y$ less than ten" translates to:
$10 - 6 \times 7y$

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QuestionTranslate the following phrase into an algebraic expression: six times seven $y$ less than ten.

Studdy Solution

STEP 1

1. We need to translate a verbal phrase into an algebraic expression.
2. The phrase is "six times seven $y$ less than ten."

STEP 2

1. Identify the mathematical operations described in the phrase.
2. Translate each part of the phrase into algebraic terms.
3. Combine the terms to form the complete algebraic expression.

STEP 3

Identify the mathematical operations described in the phrase.
- "Six times" indicates multiplication. - "Seven $y$ " indicates the product of 7 and $y$ . - "Less than" indicates subtraction. - "Ten" is a constant value.

STEP 4

Translate each part of the phrase into algebraic terms.
- "Six times seven $y$ " translates to $6 \times 7y$ . - "Less than ten" indicates that we subtract the previous result from 10.

STEP 5

Combine the terms to form the complete algebraic expression.
The phrase "six times seven $y$ less than ten" translates to:
$10 - 6 \times 7y$

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QuestionTranslate the following phrase into an algebraic expression: six times seven yyy less than ten.

Studdy Solution

STEP 1

1. We need to translate a verbal phrase into an algebraic expression.2. The phrase is "six times seven y y y less than ten."

STEP 2

1. Identify the mathematical operations described in the phrase.2. Translate each part of the phrase into algebraic terms.3. Combine the terms to form the complete algebraic expression.

STEP 3

Identify the mathematical operations described in the phrase.- "Six times" indicates multiplication. - "Seven y y y" indicates the product of 7 and y y y. - "Less than" indicates subtraction. - "Ten" is a constant value.

STEP 4

Translate each part of the phrase into algebraic terms.- "Six times seven y y y" translates to 6×7y 6 \times 7y 6×7y. - "Less than ten" indicates that we subtract the previous result from 10.

STEP 5

Combine the terms to form the complete algebraic expression.The phrase "six times seven y y y less than ten" translates to:10−6×7y 10 - 6 \times 7y 10−6×7y

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Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionTranslate the following phrase into an algebraic expression: six times seven $y$ less than ten.

1. We need to translate a verbal phrase into an algebraic expression.
2. The phrase is "six times seven $y$ less than ten."

1. Identify the mathematical operations described in the phrase.
2. Translate each part of the phrase into algebraic terms.
3. Combine the terms to form the complete algebraic expression.

Identify the mathematical operations described in the phrase.
- "Six times" indicates multiplication. - "Seven $y$ " indicates the product of 7 and $y$ . - "Less than" indicates subtraction. - "Ten" is a constant value.

Translate each part of the phrase into algebraic terms.
- "Six times seven $y$ " translates to $6 \times 7y$ . - "Less than ten" indicates that we subtract the previous result from 10.

Combine the terms to form the complete algebraic expression.
The phrase "six times seven $y$ less than ten" translates to:
$10 - 6 \times 7y$