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3. In the figure, the horizontal lines are parallel, and AB = BC = CD. Find KL and FG. The diagram is not drawn to scale.
(1 point)
KL = 8.8; FG = 8.8
KL = 8.8; FG = 8.9
KL = 8.9; FG = 8.9
KL = 8.9; FG = 8.8
 one year ago
 one year ago
3. In the figure, the horizontal lines are parallel, and AB = BC = CD. Find KL and FG. The diagram is not drawn to scale. (1 point) KL = 8.8; FG = 8.8 KL = 8.8; FG = 8.9 KL = 8.9; FG = 8.9 KL = 8.9; FG = 8.8
 one year ago
 one year ago

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ajprincessBest ResponseYou've already chosen the best response.2
dw:1358185254282:dw x and y are equal (corresponding angles since LG//KF) x=<CBX+90 y=<DCY+90 x=y <CBX+90=<DCY+90 <CBX=<DCY <BCX=<CDY (correspondng angles since KF//JE) BC=CD(given) So triangles BCX and CDY are congruent CY=FE=8.8 (since distance between // lines are equal) Since triangles BCX and CDY are congruent CY=BX=8.8 BX=GF=8.8 (since distance between // lines are equal)
 one year ago

ajprincessBest ResponseYou've already chosen the best response.2
to find KL follow similar way of approach.
 one year ago
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