Given that m angle KLH=120^ which statement about the must be true? angle HLM is bisected by angle GLJ is bisected by vec LH . m angle KLG=m angle HLJ m angle HLI=m angle LLM
Answers
The true statement is ∠HLM is bisected byLI
What is bisect?
- Bisect means to divide a geometric figure to two equal half.
- Dividing line is bisector.
Given that ∠KLH=120°
We know that angle of straight line is 180°
∴∠KLM=180°
∠KLH+∠HLM=180°
120°+∠HLM=180°
∠HLM=60°
From figure, ∠HLI=30° and ∠ILM=30°
Line LI cuts the angle HLM into two equal parts such as HLI and ILM.
Therefore, ∠HLM is bisected by LI
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Answer:angle hlm is bisected by Lj
Step-by-step explanation:
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The answer is 26, but I dont know how to solve it
Answers
So
x/2-x = -13
Which means
X/2-x/1 = -13
Which means x/2-2x/2 = -13
So u combine to two fractions
-x/2 = -13
-x = -13 * 2
Which means x = 26 (u flip the negativity)
Answers
Answer:
Missing BZ= 42, 40 RY= ARZ
Step-by-step explanation:
Hope it helps!! Please give brainleist
Answers
Answer:
Step-by-step explanation:
You get the slope right away, just by reading it.
y = 1/4 x + b
To solve for b, you use the point 4,5
5 = 1/4 * 4 + b Substitute 4 for x
5 = 1 + b Subtract 1 from both sides
5-1 = 1-1 + b
b = 4
The line is y = 1/4 x + 4
B)False
Answers
notice, as from the left, we grab those two angles and slap them together on the right, they form a wide angle A, and a smaller inscribed angle B.
now, the blue and red segments that came together, are both making up the inscribed angle B, and also sharing the side or endpoint, in the middle of angle A.
Answers
Answer:
below
Step-by-step explanation:
First, you must find the total he has: $10
Then, you must find how much he need: $13
Then, you take the smaller number to take away from the greater number: 13-10
Finally, you subtract those two numbers to find the amount the Juan needs: $3
Answer:
he can do things that well give him money
Step-by-step explanation:
Answers
Answer:
70°
Step-by-step explanation:
61° + 49° + y = 180° (sum of angles of a triangle is always 180°)
so,
y= 180° - 61° - 49° = 70°