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Determine the number of solutions of the right Spherical triangle 1. b = 42018 B = 42018 2. a =250 A = 400

User Egzon
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Answer: The number of solutions for this specific triangle is zero.

Explanation:

To determine the number of solutions of a right spherical triangle, we need to consider the given information:

1. b = 42018, B = 42018: This means that we have the length of side b and the measure of angle B in the triangle.

2. a = 250, A = 400: This means that we have the length of side a and the measure of angle A in the triangle.

In a right spherical triangle, one of the angles is a right angle (90 degrees). Let's check if the given angles satisfy this condition:

Angle A = 400 degrees: Since it is greater than 90 degrees, it is not a right angle.

Since none of the given angles is a right angle, we can conclude that the given information does not represent a right spherical triangle.

Therefore, the number of solutions for this specific triangle is zero.

User Jaeyong
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