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In a triangle ABC, if 2∠A = 3∠B = 6∠C, then the measure of ∠B is (a) 30 degree (b) 75 degree c) 90 degree (d) 60 degree |
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Answer» According to the properties of a triangle, the sum of its INTERIOR ANGLES is 180 degrees. So, A+B+C=180 Again, 2A=3B=6C (given) => A=3C and B=2C On substituting in 1st equation we GET - 3C+2C+C=180 => 6C=180 => C=30 degree Thus, B=2C=2×30=60 degrees |
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