Math / Algebra

QuestionWrite an expression for the sequence of operations described below. multiply 8 by $d$ , then triple the result
Do not simplify any part of the expression. $\square$ $\frac{\text { 重 }}{\text { ■ }}$ (听喅

Studdy Solution

STEP 1

1. The sequence of operations must be expressed as an algebraic expression.
2. The operations should be performed in the order given: first multiply, then triple.
3. No simplification of the expression is required.

STEP 2

1. Identify the first operation and express it algebraically.
2. Identify the second operation and apply it to the result of the first operation.
3. Combine the operations into a single expression.

STEP 3

The first operation is to multiply 8 by $d$ . This can be expressed as:
$8 \times d$

STEP 4

The second operation is to triple the result of the first operation. This means we multiply the result by 3:
$3 \times (8 \times d)$

STEP 5

Combine the operations into a single expression without simplifying:
$3 \times (8 \times d)$
The expression for the sequence of operations is:
$3 \times (8 \times d)$

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QuestionWrite an expression for the sequence of operations described below. multiply 8 by $d$ , then triple the result
Do not simplify any part of the expression. $\square$ $\frac{\text { 重 }}{\text { ■ }}$ (听喅

Studdy Solution

STEP 1

1. The sequence of operations must be expressed as an algebraic expression.
2. The operations should be performed in the order given: first multiply, then triple.
3. No simplification of the expression is required.

STEP 2

1. Identify the first operation and express it algebraically.
2. Identify the second operation and apply it to the result of the first operation.
3. Combine the operations into a single expression.

STEP 3

The first operation is to multiply 8 by $d$ . This can be expressed as:
$8 \times d$

STEP 4

The second operation is to triple the result of the first operation. This means we multiply the result by 3:
$3 \times (8 \times d)$

STEP 5

Combine the operations into a single expression without simplifying:
$3 \times (8 \times d)$
The expression for the sequence of operations is:
$3 \times (8 \times d)$

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QuestionWrite an expression for the sequence of operations described below. multiply 8 by ddd, then triple the resultDo not simplify any part of the expression. □\square□ 重 ■ \frac{\text { 重 }}{\text { ■ }} ■ 重 ​ (听 喅

Studdy Solution

STEP 1

1. The sequence of operations must be expressed as an algebraic expression.2. The operations should be performed in the order given: first multiply, then triple.3. No simplification of the expression is required.

STEP 2

1. Identify the first operation and express it algebraically.2. Identify the second operation and apply it to the result of the first operation.3. Combine the operations into a single expression.

STEP 3

The first operation is to multiply 8 by d d d. This can be expressed as:8×d 8 \times d 8×d

STEP 4

The second operation is to triple the result of the first operation. This means we multiply the result by 3:3×(8×d) 3 \times (8 \times d) 3×(8×d)

STEP 5

Combine the operations into a single expression without simplifying:3×(8×d) 3 \times (8 \times d) 3×(8×d) The expression for the sequence of operations is:3×(8×d) 3 \times (8 \times d) 3×(8×d)

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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.

QuestionWrite an expression for the sequence of operations described below. multiply 8 by $d$ , then triple the result
Do not simplify any part of the expression. $\square$ $\frac{\text { 重 }}{\text { ■ }}$ (听喅

1. The sequence of operations must be expressed as an algebraic expression.
2. The operations should be performed in the order given: first multiply, then triple.
3. No simplification of the expression is required.

1. Identify the first operation and express it algebraically.
2. Identify the second operation and apply it to the result of the first operation.
3. Combine the operations into a single expression.

The first operation is to multiply 8 by $d$ . This can be expressed as:
$8 \times d$

The second operation is to triple the result of the first operation. This means we multiply the result by 3:
$3 \times (8 \times d)$

Combine the operations into a single expression without simplifying:
$3 \times (8 \times d)$
The expression for the sequence of operations is:
$3 \times (8 \times d)$