I want the answer for this .pls
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Step-by-step explanation:
let AB be a building CD is a cable tower
In triangle ABD
AB /BD =tan 45°
7 / BD = 1 BD =7 m
in triangle ACE
ac=BD= 7 m
ce/ ae = tan 60°
ce/ 7 =√3 ce = 7√ 3
cd= ce +cd = 7√3+1
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Answer:
19.124 m
Step-by-step explanation:
Let the building of height 7 m be AB and the height of tower be EC.
∴ EC = DE + CD
=> CD = AB = 7 m and BC = AD.
A.C.Q
In ΔABC,
tan 45° = AB/BC
1 = 7/BC
=> BC = 7 m
Since, BC = AD, so AD is also 7m.
In ΔADE,
tan 60° = DE/AD
=> √3 = DE/7
=> DE = 7√3 m
Height of the tower = DE + CD
=> 7√3 + 7
=> 7 * 1.732 + 7
=> 19.124 m
#Hope my answer helped you
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