KEY HW 3 Summer Geometry

From your textbook:[br]10.1 #1, 2, 3, 5, 6, 7, 11, 12, 13[br]10.2 #7, 8, 9, 11, 17, 18, 19, 21[br][br]Constructing is [i]different[/i] than measuring. You will build the following using your compass and straight edge (lines, rays, or segments). [br][br]On the right of the Geogebra window, there is Construction view. [color=#ff00ff]Use the Forward and Back controls [b]at the bottom right of each window[/b] to see a solution plotted. [/color][br][br][br][br]
10.1 pg 378 #1: construct a segment with length a+b
10.1 pg 378 #2: construct a segment with length b-a.
10.1 pg 378 #3: construct a segment with length 3a-b.
10.1 pg 378 #5: construct an equilateral triangle with sides congruent to segment AB
10.1 pg 378 #6: construct a 30 degree angle.
10.1 pg 378 #7: Given acute angle ACU, construct a triangle congruent to triangle ACU.
10.1 pg 378 #11: construct an angle having a measure of w+v
10.1 pg 378 #12: construct an angle having a measure of w-v
10.1 pg 378 #13: construct an angle having a measure of .75w
10.2 pg 383 #7: a line perpendicular to side HJ that goes through G.
10.2 pg 383 #8: Construct a complement to angle KMN
10.2 pg 383 #9: Construct a 45 degree angle.
10.2 pg 383 #11: Construct a 22.5 degree angle.
10.2 pg 383 #17: construct a parallelogram with angle n and side lengths a and b.
10.2 pg 383 #18: construct a rectangle with side lengths a and b. TYPO: angle n should not have been part of the question prompt.
10.2 pg 383 #19: construct a square with perimeter 2a.
10.2 pg 383 #21: construct a square with diagonals of length b.
– Ambi Bobmanuel

Information: KEY HW 3 Summer Geometry