Asked by Yes
In the figure below, the scale on which the 63 kg physicist stands reads 236 N. How long will the cantaloupe take to reach the floor if the physicist drops it (from rest relative to himself) at a height of 2.1 m above the floor?
How would you go about solving this?
How would you go about solving this?
Answers
Answered by
Elena
I = P/A = P/4πr² = 100/4π(8)² = 0.12 W•m⁻²
If the sound intensity level is halved to a value of I = 0.06 W•m⁻²,
the sound intensity level will decrease by 3 dB.
I = P/4πr² = 100/4π(x) ² =
=0.06 W•m⁻²
x = 11.5 m from the speaker.
If the sound intensity level is halved to a value of I = 0.06 W•m⁻²,
the sound intensity level will decrease by 3 dB.
I = P/4πr² = 100/4π(x) ² =
=0.06 W•m⁻²
x = 11.5 m from the speaker.
Answered by
Elena
F=mg
g=F/m=236/63=3.746 m/s²
h=gt²/2
t=sqrt(2h/g)=sqrt(2•2.1/3.746)=1.06 s.
g=F/m=236/63=3.746 m/s²
h=gt²/2
t=sqrt(2h/g)=sqrt(2•2.1/3.746)=1.06 s.
Answered by
Yes
It says that the answer isn't right. I already tried using the same method. Thanks though!
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