4. Use the Euclidean Straightedge and Compass to draw each of the following: in all problems below a segment $$ A B $$ is given by its end points $$ A $$ and $$ B $$.: a. Construct segments $$ 2,3,4 $$, etc. times larger than $$ A B $$. b. A point $$ C $$ is known to lie outside the straight line $$ A B $$. Construct a point $$ D $$ symmetric to $$ C $$ with respect to $$ A B $$.

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Burton Rodriquez · Accepted Answer

To construct segments larger than $$ AB $$, extend $$ AB $$ and mark points at $$ AB $$ lengths. To find a symmetric point $$ D $$ to $$ C $$ with respect to $$ AB $$, draw a perpendicular from $$ C $$ to $$ AB $$, measure $$ CM $$, and mark $$ D $$ at the same distance on the opposite side of $$ AB $$.

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