Question

If segment AB=10cm and point P is its midpoint then find segAP=?​

Answer 1

Answer:tep I: We draw line L and take a point A on it.

Step II: Using a ruler and a compass, we mark a point B, 10 cm from A, on the line L. AB is the required line segment of 10 cm.

Step III: Again, we mark a point P, which is 4 cm from A, in the direction of B.

Step IV: With P as centre, take a radius of 4 cm and construct an arc intersecting the line L at two points A and E.

Step V: With A and E as centres, take a radius of 6 cm and construct two arcs intersecting each other at R.

Step VI: We join PR and extend it. PR is the required line, which is perpendicular to AB.

Step-by-step explanation:plz mark me as a brainlist

Answer 2

Answer:

seg AP = 5 cm

Step-by-step explanation:

seg AB = 10 cm

seg AB = 10 cm P is midpoint

seg AB = 10 cm P is midpoint seg AP = seg PB

seg AB = 10 cm P is midpoint seg AP = seg PBseg AP = seg AB× 1/2

seg AB = 10 cm P is midpoint seg AP = seg PBseg AP = seg AB× 1/2(midpoint theorem)

seg AB = 10 cm P is midpoint seg AP = seg PBseg AP = seg AB× 1/2(midpoint theorem) seg AP = 10 × 1/2

seg AB = 10 cm P is midpoint seg AP = seg PBseg AP = seg AB× 1/2(midpoint theorem) seg AP = 10 × 1/2 seg AP = 5 cm

hope its helpful

plz mark me as brainlest