find the value of BD and cd
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Answer:
bd:14
cd:16
Step-by-step explanation:
we we will use Pythagoras theorem in this sum and find BD with this BD is value we will use again Pythagoras theorem in triangle B C D and find CB
Answered by
1
Answer:
Two poles AB and CD stand vertically on the flat ground . Find BD and CD.
Step-by-step explanation:
BD² = AD² +AB²
BD² = (15 m)² + (9 m)²
BD² =√225 m - 81 m
BD² = √144 m
BD = 12 m
CD² = BC² - BD²
CD² = (20 m)² - (12 m)²
CD² = √400 m - 144m
CD = 16 m
The value of BD = 12 m and CD = 16 m
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