Prove that the lengths of altitudes drawn to equal sides of an isosceles triangle are also equal. (i) angle TRQ = angle SQR? (ii) If angle TRQ = 30°, find the base angles of the triangle PQR. (iii) Is triangle PQR an equilateral triangle?
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Answer:
∆ABC = ∆EDF
Step-by-step explanation:
AB = DE = 3cm
BC= DF = 3.5cm
AC= EF =4.3cm
∆ABC = ∆EDF
THIS IS AN RULE
IS THAT PERFECT
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