Question

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

Answer 1

Answer:

If you are looking for area of the triangle then it is 307.52

Step-by-step explanation:

As we know that Δ = 1/2 × a × b × sinC

Here according to the question adjacent Sides of the triangle XYZ are a = 49.6 and b= 12.4 and the angle between them is 90° then

Δ = 1/2 × 49.6 × 12.4 × sin90°

= 1/2 × 615.04 × 1

= 307.52 Square units.

And if you're asking for the height then both of the two adjacent Sides can be height as it's a right angle triangle [ as an angle of the triangle is 90°].

Answer 2

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

लेखक राहुल सांकृत्यायन की तिब्बत यात्रा लगभग 1 पेज मेंIn triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?

In triangle , = 49.6 , = 12.4 and ∠ = 90°. Calculate the size of angle XYZ?