32 Given: LC is a right angle. E is the midpoint of AC. F is the midpoint of BC. AF = V41, BE = 2√26 Find: AB E B

Q: ABC is a triangle with ZA = 60°, ZB = 45°, and BC = 1 cm. Find AC. 01 32 23 √6 3 √6 2 None of these.

A: Therefore, AC=26​​Explanation:Step 1:

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Q: Red Mirror 4.7 ft- 50 -6 ft T Q Blue Mirror

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Q: R 6x + 8 9 100 ° S T

A: Given query is to find the value of x.

Q: On circle of center O, AB and CD are chords. CA = 2x+1, BC = 3x-2, DB = 4x-5 and AD = x-4. Then…

A: Full circle contains 360 degrees

Q: Find v⚫u if v=6i + 8j and u = 2i + 6j. OA. 12i+48j OB. -36 O C. 60 OD. 8i+14j

A: given,  v=6i+8j  and  u=2i+6jwe know,  i.i=j.j=1  and  i.j=j.i=0

Q: AD bisects LA. Solve for DC By Thearem, A 30 24 B

A: In the given triangle ABC, AD bisects ∠A. we have to DC

Q: In the construction below, what line segments are congruent? (Choose 3 answers) AF and DL AB and AC…

A: I am attaching image so that you understand each and every step.

Q: The angle between y = 4x + 2 and y = -x+3 is: %3D 65° 75° O 47° O 59°

A: We will first find the slopes of the two given lines and then find the angle between them.

Q: One angle of a regular pentagon measures (2x+10)°. Find x. x = [x]

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Q: Is parallelogram DEFG a square? C 930 no yes Submit D.

A: Let's verify this as shown below

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A: Let's find value of sin(A).

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A: We are given the graph as the following. Let us add few notations for simplicity.

Q: 9.) — 12:¹2 .48 + 12i 1

A: Solve

Q: in the figure below, m Z1-2 and m2-(+93) Find the angle mesures

A: Here the angles ∠1,∠2 are the angles on a straight line. Hence, they add to 180°.

Q: 19. C are 30 and 45 respectively. If BD IS /erpendicular to AC, then AD: DC A. 12 B. 1:3. C.3:1. D.…

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Q: Q4. Two sides of a triangular field are 9m and 13.5 m respectively, and the angle between them is…

A: We can calculate this by law of cosine rule Formula: (third side)^2= (first side)^2+ (second…

Q: B A D C 18. In triangle ABC above, AB = BC. D is the midpoint of AC and LBAD is 60°. What is the…

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Q: What do you call a line that intersects two or more lines in the same plane but at different points?…

A: To find the required angles :-