Math / Algebra

QuestionIs 2 a solution of $4 x+12=4$ ? Complete the statement.
The equation is $\square$ ? when $x=2$ , so 2 $\square$ a solution.

Studdy Solution

STEP 1

1. We need to determine if $x = 2$ satisfies the equation $4x + 12 = 4$ .
2. This involves substituting $x = 2$ into the equation and checking if both sides are equal.

STEP 2

1. Substitute $x = 2$ into the equation.
2. Simplify the equation to see if both sides are equal.
3. Complete the statement based on the result.

STEP 3

Substitute $x = 2$ into the equation $4x + 12 = 4$ :
$4(2) + 12 = 4$

STEP 4

Simplify the left-hand side of the equation:
$8 + 12 = 4$
$20 = 4$

STEP 5

Since $20 \neq 4$ , the equation is not true when $x = 2$ .
Complete the statement:
The equation is $\text{false}$ when $x = 2$ , so 2 $\text{is not}$ a solution.

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QuestionIs 2 a solution of $4 x+12=4$ ? Complete the statement.
The equation is $\square$ ? when $x=2$ , so 2 $\square$ a solution.

Studdy Solution

STEP 1

1. We need to determine if $x = 2$ satisfies the equation $4x + 12 = 4$ .
2. This involves substituting $x = 2$ into the equation and checking if both sides are equal.

STEP 2

1. Substitute $x = 2$ into the equation.
2. Simplify the equation to see if both sides are equal.
3. Complete the statement based on the result.

STEP 3

Substitute $x = 2$ into the equation $4x + 12 = 4$ :
$4(2) + 12 = 4$

STEP 4

Simplify the left-hand side of the equation:
$8 + 12 = 4$
$20 = 4$

STEP 5

Since $20 \neq 4$ , the equation is not true when $x = 2$ .
Complete the statement:
The equation is $\text{false}$ when $x = 2$ , so 2 $\text{is not}$ a solution.

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QuestionIs 2 a solution of 4x+12=44 x+12=44x+12=4 ? Complete the statement.The equation is □\square□ ? when x=2x=2x=2, so 2 □\square□ a solution.

Studdy Solution

STEP 1

1. We need to determine if x=2 x = 2 x=2 satisfies the equation 4x+12=4 4x + 12 = 4 4x+12=4.2. This involves substituting x=2 x = 2 x=2 into the equation and checking if both sides are equal.

STEP 2

1. Substitute x=2 x = 2 x=2 into the equation.2. Simplify the equation to see if both sides are equal.3. Complete the statement based on the result.

STEP 3

Substitute x=2 x = 2 x=2 into the equation 4x+12=4 4x + 12 = 4 4x+12=4:4(2)+12=4 4(2) + 12 = 4 4(2)+12=4

STEP 4

Simplify the left-hand side of the equation:8+12=4 8 + 12 = 4 8+12=420=4 20 = 4 20=4

STEP 5

Since 20≠4 20 \neq 4 20=4, the equation is not true when x=2 x = 2 x=2.Complete the statement:The equation is false\text{false}false when x=2 x = 2 x=2, so 2 is not\text{is not}is not a solution.

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QuestionIs 2 a solution of $4 x+12=4$ ? Complete the statement.
The equation is $\square$ ? when $x=2$ , so 2 $\square$ a solution.

1. We need to determine if $x = 2$ satisfies the equation $4x + 12 = 4$ .
2. This involves substituting $x = 2$ into the equation and checking if both sides are equal.

1. Substitute $x = 2$ into the equation.
2. Simplify the equation to see if both sides are equal.
3. Complete the statement based on the result.

Substitute $x = 2$ into the equation $4x + 12 = 4$ :
$4(2) + 12 = 4$

Simplify the left-hand side of the equation:
$8 + 12 = 4$
$20 = 4$

Since $20 \neq 4$ , the equation is not true when $x = 2$ .
Complete the statement:
The equation is $\text{false}$ when $x = 2$ , so 2 $\text{is not}$ a solution.