Represent (1+√9.5) on the number line
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- Draw a line segment of 9.5 cm,mark it as AB.
- Now extend AB 1 cm more mark that last point as C.
- Now take half of the 10.5 cm mark that point O.
- Take O as center and draw a semicircle from A to C.
- From B draw a perpendicular that intersect semicircle at point D.
- Now BD is the value of √9.5, take compass on B open up to D and make an arc on number line,mark it E.
- BD= BE= √9.5
- Now extend the point D 1 cm upward,mark it N , open compass from B to N draw an arc on number line,that point V.so the length of BV=1+√9.5.
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thanks for this answer but where is figure
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