construct ∆NTS where NT = 5.7 cm TS= 7.5 cm and angle NTS = 110° and draw in circle and circumcircle
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Construct ∆NTS
Step-by-step explanation:
- Draw a line naming ST = 7.5cm using a ruler .
- Taking T as the center, draw ∠STX = 110° using a protractor.
- Taking T as the center with 5.7cm as the radius, draw arc over XT.
- Naming the point of intersection as N and joining NS would construct the ∆NTS.
- Now, draw the perpendicular bisectors of NT & TS and allow them to meet at O.
- Taking O as the center along with radius OT, construct a circle which touches the vertices of the triangle N, T, and S.
- Thus, it is a circumcircle.
Learn more: Draw a circle
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