Question

A 3kg box accelerated at 2 m/s² upward when pulled vertically by a string. Using g=9.8 m/s², what is the tension on the string?
Given: m=__________
a=___________
g=__________
W=mg= (___________)(____________)=____________
Find the Tension (T).
Solution:
There are two forces that act on the box, the weight (W) of the box and the tension (T) exerted by the rope on the box. In formula,
∑F=ma
Since the box is moving upward, we have
T-W=ma
T-____________=____________
T=___________

I'm trying to solve this but I can't.
Please give me the answer

Answer 1

Answer:

I am a bit of a new one of the number of digit in o to be a good time to time to time to time to time to time to time

Answer 2

The tension in the string is 23.4 N.

Given,

Mass of the box, m=3kg

Acceleration of the box=2m/s^2 (upwards)

g=9.8m/s^2.

To find,

tension experienced by the string.

Solution:

As the acceleration is upwards so, the sum of the tension and force experienced by the box will be equal to it's weight.

ma+T=mg

3x2+T=3x9.8

6+T=29.4

T=29.4-6

T=23.4 N.

The tension in the string is 23.4 N.

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