QuestionWhich expressions equal $4 x$ ? Choose two: (A) $3 x+x$ , (B) $2 x+2$ , (C) $4+x$ , (D) $8 x-4$ .

Studdy Solution

STEP 1

Assumptions1. We are looking for expressions that are equivalent to $4x$ . . The variable $x$ can be any real number.

STEP 2

Let's start with option (A): $x + x$ .This expression can be simplified by adding the $x$ terms together.

STEP 3

implify option (A).
$3x + x =x$

STEP 4

Now, let's move to option (B): $2x +2$ .This expression cannot be simplified to $4x$ because the constant term $2$ cannot be combined with the $x$ term.

STEP 5

Let's examine option (C): $4 + x$ .This expression cannot be simplified to $4x$ because the constant term $4$ cannot be combined with the $x$ term.

STEP 6

Now, let's examine option (): $8x -4$ .This expression cannot be simplified to $4x$ because the constant term $-4$ cannot be combined with the $x$ term.

STEP 7

Finally, let's examine the last option $x + x + x + x$ .This expression can be simplified by adding the $x$ terms together.

STEP 8

implify the last option.
$x + x + x + x =4x$ The expressions equivalent to $4x$ are (A) $3x + x$ and $x + x + x + x$ .

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QuestionWhich expressions equal $4 x$ ? Choose two: (A) $3 x+x$ , (B) $2 x+2$ , (C) $4+x$ , (D) $8 x-4$ .

Studdy Solution

STEP 1

Assumptions1. We are looking for expressions that are equivalent to $4x$ . . The variable $x$ can be any real number.

STEP 2

Let's start with option (A): $x + x$ .This expression can be simplified by adding the $x$ terms together.

STEP 3

implify option (A).
$3x + x =x$

STEP 4

Now, let's move to option (B): $2x +2$ .This expression cannot be simplified to $4x$ because the constant term $2$ cannot be combined with the $x$ term.

STEP 5

Let's examine option (C): $4 + x$ .This expression cannot be simplified to $4x$ because the constant term $4$ cannot be combined with the $x$ term.

STEP 6

Now, let's examine option (): $8x -4$ .This expression cannot be simplified to $4x$ because the constant term $-4$ cannot be combined with the $x$ term.

STEP 7

Finally, let's examine the last option $x + x + x + x$ .This expression can be simplified by adding the $x$ terms together.

STEP 8

implify the last option.
$x + x + x + x =4x$ The expressions equivalent to $4x$ are (A) $3x + x$ and $x + x + x + x$ .

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QuestionWhich expressions equal 4x4 x4x? Choose two: (A) 3x+x3 x+x3x+x, (B) 2x+22 x+22x+2, (C) 4+x4+x4+x, (D) 8x−48 x-48x−4.

Studdy Solution

STEP 1

Assumptions1. We are looking for expressions that are equivalent to 4x4x4x. . The variable xxx can be any real number.

STEP 2

Let's start with option (A): x+xx + xx+x.This expression can be simplified by adding the xxx terms together.

STEP 3

implify option (A).3x+x=x3x + x =x3x+x=x

STEP 4

Now, let's move to option (B): 2x+22x +22x+2.This expression cannot be simplified to 4x4x4x because the constant term 222 cannot be combined with the xxx term.

STEP 5

Let's examine option (C): 4+x4 + x4+x.This expression cannot be simplified to 4x4x4x because the constant term 444 cannot be combined with the xxx term.

STEP 6

Now, let's examine option (): 8x−48x -48x−4.This expression cannot be simplified to 4x4x4x because the constant term −4-4−4 cannot be combined with the xxx term.

STEP 7

Finally, let's examine the last option x+x+x+xx + x + x + xx+x+x+x.This expression can be simplified by adding the xxx terms together.

STEP 8

implify the last option.x+x+x+x=4xx + x + x + x =4xx+x+x+x=4xThe expressions equivalent to 4x4x4x are (A) 3x+x3x + x3x+x and x+x+x+xx + x + x + xx+x+x+x.

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QuestionWhich expressions equal $4 x$ ? Choose two: (A) $3 x+x$ , (B) $2 x+2$ , (C) $4+x$ , (D) $8 x-4$ .

Assumptions1. We are looking for expressions that are equivalent to $4x$ . . The variable $x$ can be any real number.

Let's start with option (A): $x + x$ .This expression can be simplified by adding the $x$ terms together.

implify option (A).
$3x + x =x$

Now, let's move to option (B): $2x +2$ .This expression cannot be simplified to $4x$ because the constant term $2$ cannot be combined with the $x$ term.

Let's examine option (C): $4 + x$ .This expression cannot be simplified to $4x$ because the constant term $4$ cannot be combined with the $x$ term.

Now, let's examine option (): $8x -4$ .This expression cannot be simplified to $4x$ because the constant term $-4$ cannot be combined with the $x$ term.

Finally, let's examine the last option $x + x + x + x$ .This expression can be simplified by adding the $x$ terms together.

implify the last option.
$x + x + x + x =4x$ The expressions equivalent to $4x$ are (A) $3x + x$ and $x + x + x + x$ .