Of an object held up by a string
m = 2.37 kg
a = 3.70 m/s
I calculated and got 18.6 N, but apparently that's wrong. :(:(:(
Also there was another where m = 1.19, and a = (4.81 - 2.61) / 2.4
I got 13.6 N, but that's wrong too...
WHAT THE FREAK?!!
Please help :P
m = 2.37 kg
a = 3.70 m/s
I calculated and got 18.6 N, but apparently that's wrong. :(:(:(
Also there was another where m = 1.19, and a = (4.81 - 2.61) / 2.4
I got 13.6 N, but that's wrong too...
WHAT THE FREAK?!!
Please help :P
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Don't forget gravity, = 9.8m/sec^2.
(9.8 + 3.7) = net 13.5m/sec^2.
(13.5 x 2.37) = tension of 31.995N. in string.
Second one, same problem. Gravity omitted.
(9.8 + 3.7) = net 13.5m/sec^2.
(13.5 x 2.37) = tension of 31.995N. in string.
Second one, same problem. Gravity omitted.
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You haven't defined the direction of the acceleration.
Assuming it's up, and that you're doing this experiment on the surface of the earth,
T = m*(g+a) = 2.37*(9.8+3.70) = 32 N; if the acceleration is down,
T = m*(g - a) = 14.457 N
Part 2:
a = .9167 m/s² (according to your formula)
T = 1.19(9.8 ± .9167) = 12.75 N, 10.57 N for up and down acceleration, respectively
Assuming it's up, and that you're doing this experiment on the surface of the earth,
T = m*(g+a) = 2.37*(9.8+3.70) = 32 N; if the acceleration is down,
T = m*(g - a) = 14.457 N
Part 2:
a = .9167 m/s² (according to your formula)
T = 1.19(9.8 ± .9167) = 12.75 N, 10.57 N for up and down acceleration, respectively
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2.37 kg • 3.70 m/s² = 8.77 Newtons.
1.19 kg • (4.81 - 2.61) / 2.4 m/s² = 1.09 Newtons.
1.19 kg • (4.81 - 2.61) / 2.4 m/s² = 1.09 Newtons.