10 m 45° 15 B ob 45. C 135 30° D = Cinc

Q: D :7° C Q $ Name the segment in the scaled copy that corresponds to segment AD. [

A: Given two figures which are scaled copy of each other.

Q: 12 22) R P 15 B) 6 D) 5 A) 13 C) 3

A: We have to find the length of RQ.  For this we can write  RP=RQ+QP

Q: C (7x+ 1) yd D (55 – 2x) yd

A:

Q: 45° 6.5

A:

Q: 19) 14.1 15 A) 4.3 C) 5.8 B) 5.1 D) 3.3 Determine if line AB is tangent to the circle. 21)

A:

Q: 20) 5.3 12 A 15.3 C 13.8 B 13.1 Di 7.7

A: So height of triangle will be 12 because the diameter perpendicular biscets the chords in the circle

Q: Maps Iranslate GE News IE. New Tab 51° E 17 m Find the length DE. O 10.7 m O 13.2 m O 13.8 m O 21.0…

A: We have given a right angle triangle  As tanθ = perpendicular/ Base    tan510 = FEDE    tan510 =…

Q: A 3 4.5 B C 2, D E 10

A: Topic:- geometry

Q: 4.5 А x + 6 Find the length of CD

A:

Q: C 58° 16 93° B

A: Given that the angles ∠A=93° and ∠C=58°, and side AC=16 By the law of angles for triangle we have…

Q: find the length segments

A: Plotted the points (0,0),(8,0) and (8,6)

Q: Find the length of segment AB

A:

Q: Find the length of segment AB

A: Given

Q: X Jus 45 LO 45

A:

Q: 3.6 8.5 А) 7.7 С) 17.4 В) 10.5 D) 7.2

A:

Q: 8. Sharon is bird watching and spots an eagle in a tree. When standing 40 meters from the base of…

A: We will plot the diagram first so that we can find the value of the unknown quantity. Let A,B,O be…

Q: parallelogram

A: We know that  In a parallelogram, opposite side are equal and parallel and diagonals bisects at…

Q: ? 4.8 9. A) 5.4 C) 6.6 B) 7 D) 7.5

A: In this question, we have to find the length of indicated segment.

Q: 1,000 m QuestiIOn (a) A light aircraft is flying at a constant altitude of 1,000 m in a straight…

A:

Q: Municipal Hall Police Station• School Public Library . Peoples' Park Church Hospital -1 -2 Geo…

A:

Q: 12 -2+ 5х C. 9х + 2

A: Solution of this question is

Q: F 20 11 30

A:

Q: E K N -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10 1.) EH = 2.) HN = 3.) KE = 4.) NE = 000

A:

Q: (Trigonometry) Find the length of the side H. 45° 20

A: In right angle triangle,   sin θ=oppositehypotenuse we have, opposite=20, θ=45°, hypotenuse=H