Question

let's prove logically and step by step that all the line segment drawn from a point outside a straight line perpendicular is the smallest

Answer 1

in the attachment.....AB is a straight line ....q p is a perpendicular qp"and qp'are any other two st.lines....from q

now......Triangle qpp" is a right triangle....
where qp" is hypotenuse... therefore it is the largest side ....
this implies qp<qp"

this happens for any point p' other than p on ab....

hope it helps....pls mark me as brainliest...plssss