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each row of the table shows two of the interior angle measures of two triangles. which triangles are similar? choose similar or not similar for each pair of triangles. triangles similar not similar triangle 1: 32°, 40° triangle 2: 108°, 60° triangle 1: 94°, 64° triangle 2: 22°, 64° triangle 1: 70°, 80° triangle 2: 70°, 20°

Step one is to find out the third angle for each triangle:

180 - (angle 1 + angle 2) = angle 3

Triangle 1.1 = 32, 40, [108]

Triangle 2.1 = 108, 60, [12]

Triangle 1.2 = 94, 64, [22]

Triangle 2.2 = 22, 64, [94]

Triangle 1.3 = 70, 80, [30]

Triangle 2.3 = 70, 20, [90]

If you look at Triangles 1.2 and 2.2, then you will notice that they have the

same angles. Therefore, the second set of triangles are similar.

Hope that helps!

not similar , similar, not similar Are the answers got a 100 as it is to that layout.

Step-by-step explanation:

the equation cos(35) =a/25 can be used to find the length of bc what is the length of bc? round to the nearest tenth

step-by-step explanation: