QuestionWhich expression does not equal $3 \cdot S \cdot R$ ? Options: 3RS, 3SR, $3+S+R$ .

Studdy Solution

STEP 1

Assumptions1. The expressions are in the form of multiplication and addition of variables and constants. . The variables and R can represent any real number.
3. The constant3 is a real number.

STEP 2

We need to compare each expression to the original expression $\cdot \cdot R$ .

STEP 3

The first expression is3RS. In multiplication, the order of the factors does not matter. Therefore,3RS is equivalent to $3 \cdot \cdot R$ .

STEP 4

The second expression is3SR. Again, since the order of the factors does not matter in multiplication,3SR is also equivalent to $3 \cdot \cdot R$ .

STEP 5

The third expression is $3+S+R$ . This expression is not equivalent to $3 \cdot \cdot R$ because it involves addition rather than multiplication.
So, the expression $3+S+R$ is not equivalent to $3 \cdot \cdot R$ .

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QuestionWhich expression does not equal $3 \cdot S \cdot R$ ? Options: 3RS, 3SR, $3+S+R$ .

Studdy Solution

STEP 1

Assumptions1. The expressions are in the form of multiplication and addition of variables and constants. . The variables and R can represent any real number.
3. The constant3 is a real number.

STEP 2

We need to compare each expression to the original expression $\cdot \cdot R$ .

STEP 3

The first expression is3RS. In multiplication, the order of the factors does not matter. Therefore,3RS is equivalent to $3 \cdot \cdot R$ .

STEP 4

The second expression is3SR. Again, since the order of the factors does not matter in multiplication,3SR is also equivalent to $3 \cdot \cdot R$ .

STEP 5

The third expression is $3+S+R$ . This expression is not equivalent to $3 \cdot \cdot R$ because it involves addition rather than multiplication.
So, the expression $3+S+R$ is not equivalent to $3 \cdot \cdot R$ .

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QuestionWhich expression does not equal 3⋅S⋅R3 \cdot S \cdot R3⋅S⋅R? Options: 3RS, 3SR, 3+S+R3+S+R3+S+R.

Studdy Solution

STEP 1

Assumptions1. The expressions are in the form of multiplication and addition of variables and constants. . The variables and R can represent any real number.3. The constant3 is a real number.

STEP 2

We need to compare each expression to the original expression ⋅⋅R \cdot \cdot R⋅⋅R.

STEP 3

The first expression is3RS. In multiplication, the order of the factors does not matter. Therefore,3RS is equivalent to 3⋅⋅R3 \cdot \cdot R3⋅⋅R.

STEP 4

The second expression is3SR. Again, since the order of the factors does not matter in multiplication,3SR is also equivalent to 3⋅⋅R3 \cdot \cdot R3⋅⋅R.

STEP 5

The third expression is 3+S+R3+S+R3+S+R. This expression is not equivalent to 3⋅⋅R3 \cdot \cdot R3⋅⋅R because it involves addition rather than multiplication.So, the expression 3+S+R3+S+R3+S+R is not equivalent to 3⋅⋅R3 \cdot \cdot R3⋅⋅R.

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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.

QuestionWhich expression does not equal $3 \cdot S \cdot R$ ? Options: 3RS, 3SR, $3+S+R$ .

Assumptions1. The expressions are in the form of multiplication and addition of variables and constants. . The variables and R can represent any real number.
3. The constant3 is a real number.

We need to compare each expression to the original expression $\cdot \cdot R$ .

The first expression is3RS. In multiplication, the order of the factors does not matter. Therefore,3RS is equivalent to $3 \cdot \cdot R$ .

The second expression is3SR. Again, since the order of the factors does not matter in multiplication,3SR is also equivalent to $3 \cdot \cdot R$ .

The third expression is $3+S+R$ . This expression is not equivalent to $3 \cdot \cdot R$ because it involves addition rather than multiplication.
So, the expression $3+S+R$ is not equivalent to $3 \cdot \cdot R$ .