Math, asked by shubham4226, 22 days ago

plz answer this this is very urgent​

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Answered by IdrisLokhande
1

Answer:

41) (c) 50°

42) (b) 40°

43) (b) No

44) (a) angle 1, angle 3

45) (a) angle 2, angle 4

Step-by-step explanation:

41) Always remember this Law: "Angle of incidence is equal to angle of reflection". By this, if angle 1 is 50°, ultimately angle 2, the angle of reflection, will be 50°.

42) Pay attention to Triangle PAB, angle PAB is 50°, and from point P, both the normals are being drawn. Hence, angle P is 90°. Use the Sum of all Angles Property:

angle PAB + angle PBA + angle APB = 180°

=> angle 3 = angle PBA = 40°

Your angle of incidence (angle 3) is 40°. Hence angle 4, the angle of reflection, will be also 40° by the Law of Reflection that I mentioned earlier.

43) The reason the given statement is false because the incident ray in angle 1 is being reflected by an angle of 50°, and the reflected ray in angle 4 is being produced by an angle of 40°. So, there is a slight difference in the positioning of both the rays, and hence are not parallel.

44) angle 1 and angle 3, because the incident ray is the ray that hits the mirrored surface to produce reflection.

45) angle 2 and angle 4, because the reflected rays are produced after the incident ray hits the mirrored surface to produce reflection.

Hope it helps.

Answered by perfectok10
1

Answer:

41) c) 50°  

42) b) 40°

43) a) Yes

44) a) ∠ 1, ∠3

45) b) ∠ 2, ∠4

Step-by-step explanation:

41) In reflection, ∠I = ∠R

42) Angle sum property / Parallel lines cut by a transversal, ∠ABO = 40, ∠3 = 90 - 40 (∠ABO) = 50, ∠3 = ∠4 (reflection)

43) ∠CAB= 100, ∠ABD=80, ∠CAB + ∠DAB (interior angles) = 180, so they are parallel lines

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