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Question
question 17 a triangular playground has angles with measures in the ratio 8:6:4. what measure of the smallest angle? 20 30 5 40
Step1: Let the angles be 8x, 6x and 4x.
Since the sum of angles in a triangle is 180 degrees, we have the equation 8x + 6x+4x = 180.
Step2: Combine like - terms.
18x = 180.
Step3: Solve for x.
x=\frac{180}{18}=10.
Step4: Find the measure of the smallest angle.
The smallest angle is 4x. Substitute x = 10 into 4x, we get 4×10 = 40 degrees.
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