The magnitude and the position of the 350 N vector can be represented using arrow pointing out from the South-East of a Cartesian coordinate.
The given parameters:
- Magnitude of the vector = 350 N
- Position of the vector = 30⁰ South east
The vector is represented with arrow pointing out from south-east represented in a Cartesian coordinate.
- The length of the arrow represents the magnitude of the vector which is 350 N.
- The direction of the arrow indicated by the arrow head represents the position of the vector.
- The position of the vector is 30 degrees South of East.
Thus, the magnitude and the position of the 350 N vector can be represented using arrow pointing out from the South-East of a Cartesian coordinate.
Learn more about vector representation here: brainly.com/question/14204873
Answer:
Explanation:
We shall apply law of refraction which is as follows
sin i / sinr = μ , where i is angle of incidence , r is angle of refraction and μ is refractive index
here i = θa = 22.5°
r = θb
μ = 1.77
sin22.5 / sinθb = 1.77
.3826 / sinθb = 1.77
sinθb = .216
θb = 12.5 °.
Waning Gibbous would be the phase?
Answer:
Moment of Inertia: It is the property of an object that measures, how much an object can resist it's rotational motion.
We have 4 masses at the corner of square of length L. The formula of moment of inertia will be
I = m
<u>Finding the Rotational Inertia of this system</u>
<em>(a) </em><em>that coincides with one side (Ia):</em>
The moment of inertia of each of the two sides is
I = m
so, both sides will have the moment of inertia equals to
I = 2m
<em>(b) </em><em>that bisects two opposite sides (Ib):</em>
The distance of all four masses from the axis= L/2
so, the moment of inertia of all four masses will be
I =4m
I =4m
The final value will be
I = m