if a tower 30 m high casts a shadow 10 root 3 on the Ground then what is the angle of elevation of the Sun About the author Kaylee
Answer: Angle of elevation is 60°. Step-by-step explanation: tan theta=30/10root3 =30root3/30 ——- by rationalizing =root3 therefore, tan theta=root3 so,theta=60°. HOPE THIS HELPS! Reply
Answer: 60 degrees. Step-by-step explanation: let theta be the angle of elevation of sun. tan theta = height of tower ÷ length of shadow =tan theta=30/10√3 =tan theta= √3 since tan 60 is √3 = theta=60 degrees. Reply
Answer:
Angle of elevation is 60°.
Step-by-step explanation:
tan theta=30/10root3
=30root3/30 ——- by rationalizing
=root3
therefore, tan theta=root3
so,theta=60°.
HOPE THIS HELPS!
Answer:
60 degrees.
Step-by-step explanation:
let theta be the angle of elevation of sun.
tan theta = height of tower ÷ length of shadow
=tan theta=30/10√3
=tan theta= √3
since tan 60 is √3
= theta=60 degrees.