REASONING Is it possible for triangle JKL and triangle XYZ to be similar when angle J + angle K = 85 degrees and angle Y + angle Z =80 degrees? Explain your reasoning.. Yes, 80degrees + 85 degrees =165 degrees 180 degrees .

No, the leftover angles X and L cannot be congruent.

Yes, the angle measures that are not given do not correspond.

Is this right?
1. Given a right triangle ABC, find the following trigonometric ratios with sides AB = 6, BC = 8 and AC = 10 units. Hint: draw and label your triangle.
a) sin A = 0.13
b) cos A = 0.99
c) tan A = 0.02
d) sin C = 0.01
e) cos C = 0.99

2. Looking back at question 1,
a) which vertex has the right angle? How do you know? B has a vertex. I know this because angle A and and C connect to angle B, and angle B it the corner of a right angle.
b) what do you notice about sine and cosine of complementary angles? The sine of A is different from the sine of C, and the Cosine of A is the same as the cosine of C REASONING Is it possible for triangle JKL and triangle XYZ to be similar when angle J + angle K = 85 degrees and angle Y + angle Z =80 degrees? Explain your reasoning..

Yes, 80degrees + 85 degrees =165 degrees 180 degrees .

No, the leftover angles X and L cannot be congruent.

Yes, the angle measures that are not given do not correspond.

I’d go with b hope it