Draw a line segment AB = 5.6 cm. take a point C on AB such that AC = 3 cm. Draw CD perpendicular to AB
Answers
Step-by-step explanation:
5. with N as centre , and with same radius draw an are which intersect the semicircle at O
6.with same radius and O , N as centres draw two arcs which intersect each other at D
7.join CD
8.now CD is perpendicular to AB
Answer:
To draw a line segment AB = 5.6 cm and point C on it such that AC = 3 cm and CD is perpendicular to AB, follow these steps:
- Draw a straight line segment AB of length 5.6 cm using a ruler.
- Mark a point A at the left end of AB and a point B at the right end of AB.
- With A as the center and a radius of 3 cm, draw a circle. Label the intersection points of the circle with AB as C and D.
- Join CD. CD is perpendicular to AB.
To ensure that CD is perpendicular to AB, measure the angles formed at C and D using a protractor. The angle formed at C should measure 90 degrees, as should the angle formed at D. If the angles are not exactly 90 degrees, adjust the drawing until they are.
This construction can be useful in various geometrical problems related to finding the perpendicular bisector of a line segment, constructing right triangles, and more.
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