To find the value of 1, we will use the fact that the sum of the forces in the vertical direction must be zero since the box is in equilibrium.
The force due to tension T1 can be resolved into vertical and horizontal components. The vertical component will balance the weight of the box, and the horizontal component will balance the force due to T2.
The vertical component of T1 can be found using the following formula:
T1sin(1) = weight of the box
T1sin(1) = 200 N
Now, we can solve for 1:
sin(1) = 200 N / T1 = 200 N / 70 N
sin(1) = 2.857
Since sin(1) is greater than 1, it means that there is no real solution for 1 in this case. Therefore, none of the provided options (0.05°, 25.2°, 38.29°, 76.58°, 89.9°) would be the correct answer.
A box weighing 200 newtons is hanging from the ceiling. The value of 2 is 65°. Tensions T1 and T2 are 70 newtons and 130 newtons respectively. What is 1? 0.05° 25.2° 38.29° 76.58° 89.9°
1 answer