QuestionCalculate the product of $(3) \cdot (6.12) \cdot 0.3$ .

Studdy Solution

STEP 1

Assumptions1. We are given the expression $(3)\cdot(6.12) \cdot0.3$ to simplify. . The multiplication operation is associative, which means the order in which the multiplication operations are performed does not matter.

STEP 2

We can start by multiplying the first two numbers together.
$()\cdot(6.12)$

STEP 3

Calculate the multiplication of the first two numbers.
$(3)\cdot(6.12) =18.36$

STEP 4

Now, multiply the result from the previous step with the third number.
$18.36 \cdot0.3$

STEP 5

Calculate the final multiplication.
$18.36 \cdot0.3 =5.508$ The result of the expression $(3)\cdot(.12) \cdot0.3$ is $5.508$ .

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QuestionCalculate the product of $(3) \cdot (6.12) \cdot 0.3$ .

Studdy Solution

STEP 1

Assumptions1. We are given the expression $(3)\cdot(6.12) \cdot0.3$ to simplify. . The multiplication operation is associative, which means the order in which the multiplication operations are performed does not matter.

STEP 2

We can start by multiplying the first two numbers together.
$()\cdot(6.12)$

STEP 3

Calculate the multiplication of the first two numbers.
$(3)\cdot(6.12) =18.36$

STEP 4

Now, multiply the result from the previous step with the third number.
$18.36 \cdot0.3$

STEP 5

Calculate the final multiplication.
$18.36 \cdot0.3 =5.508$ The result of the expression $(3)\cdot(.12) \cdot0.3$ is $5.508$ .

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QuestionCalculate the product of (3)⋅(6.12)⋅0.3(3) \cdot (6.12) \cdot 0.3(3)⋅(6.12)⋅0.3.

Studdy Solution

STEP 1

Assumptions1. We are given the expression (3)⋅(6.12)⋅0.3(3)\cdot(6.12) \cdot0.3(3)⋅(6.12)⋅0.3 to simplify. . The multiplication operation is associative, which means the order in which the multiplication operations are performed does not matter.

STEP 2

We can start by multiplying the first two numbers together.()⋅(6.12) ()\cdot(6.12) ()⋅(6.12)

STEP 3

Calculate the multiplication of the first two numbers.(3)⋅(6.12)=18.36 (3)\cdot(6.12) =18.36 (3)⋅(6.12)=18.36

STEP 4

Now, multiply the result from the previous step with the third number.18.36⋅0.318.36 \cdot0.3 18.36⋅0.3

STEP 5

Calculate the final multiplication.18.36⋅0.3=5.50818.36 \cdot0.3 =5.508 18.36⋅0.3=5.508The result of the expression (3)⋅(.12)⋅0.3(3)\cdot(.12) \cdot0.3(3)⋅(.12)⋅0.3 is 5.5085.5085.508.

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QuestionCalculate the product of $(3) \cdot (6.12) \cdot 0.3$ .

Assumptions1. We are given the expression $(3)\cdot(6.12) \cdot0.3$ to simplify. . The multiplication operation is associative, which means the order in which the multiplication operations are performed does not matter.

We can start by multiplying the first two numbers together.
$()\cdot(6.12)$

Calculate the multiplication of the first two numbers.
$(3)\cdot(6.12) =18.36$

Now, multiply the result from the previous step with the third number.
$18.36 \cdot0.3$

Calculate the final multiplication.
$18.36 \cdot0.3 =5.508$ The result of the expression $(3)\cdot(.12) \cdot0.3$ is $5.508$ .