HELP ASAP I WILL GIVE BRAINLIEST, WORTH 20 POINTS
2 answers:
Answer:
<h2>3) 2 only.</h2>Step-by-step explanation:
The given inequality is
To solve this inequality, we just need to solve for . First, we move the term 8,
Then, we move the factor 7 to the other side of the sign,
This means the set of solutions for the inequalit are all the numbers that are greater than 12/7.
Therefore, the right answer is 3) 2 only. Because, the sign of the inequality indicates that solutions must be GREATER than 12/7, not equal.
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Answer:
see below
Step-by-step explanation:
first isolate x
3x = -135
divide both sides by 3
3x/3 = x
-135/3 = -45
x = -45
we can then graph it
x is gonna be equal to -45
so draw a point on the x intercept at -45 and draw a vertical line going up and down
it should look like the graph shown below
Answer:
B. Angle X is the largest angle.
C. Angle Z is greater than angle Y.
E. Line segment X Z is the shortest side.
Step-by-step explanation:
YZ = 2n, XZ = n - 2, XY = n + 4 and n ≥ 5.
YZ - XZ = 2n - (n - 2) = n + 2. but n ≥ 5, hence YZ - XZ = n + 2 ≥ 7.
YZ > XZ
YZ - XY = 2n - (n + 4) = n - 4. but n ≥ 5, hence YZ - XY = n - 4 ≥ 1
YZ > XY
XY - XZ = n + 4 - (n - 2) = 6: XY > XZ
Therefore:
YZ > XY > XZ
The angles are proportional to their opposite sides, hence:
∠X > ∠Z > ∠Y
A. Line segment XY is the longest side.
This is wrong because YZ is the longest side.
B. Angle X is the largest angle.
This is correct. ∠X is the largest angle because it is opposite to the longest side (YZ)
C. Angle Z is greater than angle Y.
This is correct. ∠Z is opposite to the side XY while ∠Y is opposite to the side XZ
D. Line segment XZ is opposite the largest angle.
This is wrong. ∠X is the largest angle which is opposite to the longest side (YZ)
E. Line segment X Z is the shortest side.
This is correct
Answer: Yes , the expression of the total stickers Jamal bought is equivalent to 2(x+4).
Step-by-step explanation:
Let x be the number of stickers in each pack.
Since, Jamal bought 2 packs of stickers and 8 individual stickers.
Therefore, the total number of stickers Jamal bought=
If we factorize the above expression by taking 4 as common outside, we get
The Therefore, the total number of stickers Jamal bought=