Since (AB) ̅≅(AD) ̅ (the lines beside the parentheses are to show that they are lines) we have congruent hypotenuses. (AC) ̅≅(AC) ̅ so legs are ≅ So, es; ΔACB≌ΔACD by HL. The answer is D.Yes; ΔACB≌ΔACD.
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AE = 2 (BD)
7x + 6 = 2(1.5x + 4)
7x + 6 = 3x + 8
4x = 2
x = 0.5
answer
x = 0.5
GHI and JHK can be assumed to be on the same line/plane. The two angles add to be 180 degrees, meaning the line that connects them (I'm assuming GHK) is a straight line of 180 degrees.
The equation for this table of values is y = 6x + 1
The side length of the square is also 1.