In the triangle $$ABC,\ BD\ \perp\ AC$$  and $$AB\ \perp\ BC$$   . Based on the information in the diagram, what is the approximate length of $$BC$$  ? Round your answer to the nearest hundredth if necessary. (G.8B)

(a)  

Given $$\Delta CDE$$  , find $$CE$$  . Round your answer to the nearest tenth if necessary. (G.8B)

(a)  

Given $$\Delta CDE$$  , find $$CF$$  . Round your answer to the nearest tenth if necessary. (G.8B)

(a)  

In the triangle $$ABC,\ BD\ \perp\ AC$$  and $$AB\ \perp\ BC$$   . Based on the information in the diagram, what is the approximate length of $$BD$$  ? Round your answer to the nearest hundredth if necessary. (G.8B)

(a)  

Triangle $$MNP$$  is shown. Based on the information in the diagram, what is the area of $$\Delta MNP$$  ? (G.8B)

(a)  

Triangle $$JKL$$   is shown. Based on the information in the diagram, what is the length of $$JK$$  ? Round your answer to the nearest tenth. (G.9B)

(a)  

Triangle $$GEO$$   is shown. Based on the information in the diagram, what is the length of $$GE$$  ? Round your answer to the nearest tenth. (G.9B)

(a)  

In $$\Delta QRS,\ QR\ =\ 12$$  and $$m\angle Q\ =\ 30\degree$$  . Based on the information, what is the length of $$RS$$  . Round your answer to the nearest hundredth. (G.9A)

(a)  

Triangle $$ABC$$   is shown. Based on the information in the diagram, what is the approximate measure of $$\angle B$$   , to the nearest tenth of a degree? (G.9A)

(a)  

$$\Delta PGA$$   is shown. Based on the information in the diagram, what is the approximate measure of $$\angle PGA$$   , to the nearest tenth of a degree? (G.9A)

(a)  

A wire is attached to the top of the pole to a stake in the ground as shown. Based on the information in the diagram, approximately how far is the stake from the base of the pole? Round your answer to the nearest tenth of a foot. (G.9A)

(a)  

In square $$ABCD$$  , $$AC\ =\ 26$$  feet. Based on this information, what is the perimeter of square $$ABCD$$  . Round your answer to the nearest hundredth of a foot. (G.9A)

(a)