Draw an acute-angled triangle ΔTAP such that l(PT) = 6.5 cm, ∠P = 70 and l(PA) = 5 cm. Find the point of concurrence of the perpendicular bisector of triangle. Where does the point of concurrence lie and draw the circumcentre?
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Check the image below for your answer
Step 1 : draw the triangle with given measurements
Step 2 : draw perpendicular bisectors on the sides of the triangle
Step 3 : take the point where all the bisectors meet as a center of the circle
Step 4 : take measurement of center and one vertex of triangle and draw the circle
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Step 1 : draw the triangle with given measurements
Step 2 : draw perpendicular bisectors on the sides of the triangle
Step 3 : take the point where all the bisectors meet as a center of the circle
Step 4 : take measurement of center and one vertex of triangle and draw the circle
HOPE IT HELPS
If helpful then mark as brainliest
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