Solve the following: 2 | x + 3 | -5 > -1
i need the steps

Let's solve your inequality step-by-step.
2(|x+3|)−5>−1
Step 1: Add 5 to both sides.
2(|x+3|)−5+5>−1+5
2(|x+3|)>4
Step 2: Divide both sides by 2.
2(|x+3|)2>42
|x+3|>2
Step 3: Solve Absolute Value.
|x+3|>2
We know eitherx+3>2orx+3<−2
x+3>2(Possibility 1)
x+3−3>2−3(Subtract 3 from both sides)
x>−1
x+3<−2(Possibility 2)
x+3−3<−2−3(Subtract 3 from both sides)
x<−5

x>−1 or x<−5

-Hope this helps.

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Easy 1 add 2 subtracrt 3 multoly 4 divide it is judst like pemdas

The answer are given below.

The corresponding congruent angles are as follows

∠ STU ≅ ∠ HIJ

∠ TUS ≅ ∠ IJH

∠ UST ≅ ∠ JHI

The corresponding congruent sides are as follows

ST ≅ HI

TU ≅ IJ

SU ≅ HJ

Step-by-step explanation:

If Δ STU ≅ Δ HIJ ....... Given

if two triangles are congruent then

corresponding sides are congruentcorresponding angles are congruent

The corresponding congruent angles are as follows

∠ STU ≅ ∠ HIJ

∠ TUS ≅ ∠ IJH

∠ UST ≅ ∠ JHI

The corresponding congruent sides are as follows

ST ≅ HI

TU ≅ IJ

SU ≅ HJ