Vector calculus
Hello candidate,
A vector refers to a physical quantity which has the value of both magnitude as well as direction which means that it can provide that information regarding both the magnitude as well as the point at which that specific quantity is heading towards. Here are the example of
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Any vector (directional entity) whose magnitude is 1(unit) is called unit vector.
Eg:- î is a unit vector along x axis
Hi.
In physics, the Poynting vector represents the directional energy flux (the energy transfer per unit area per unit time) of an electromagnetic field. The SI unit of the Poynting vector is the watt per square meter (W/m 2 )
I hope this answers your query
Good Luck
Hi
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Hello student.
These are the three forces mentioned in the question.
F1=3i-4j+2k
F2=2i+3j-k
F3=2i+4j-5k
Resultant of these forces in sum of these forces. So add up these three.
There by Resultant of these forces is F1+F2+F3
which is equal to (3i-4j+2k +(2i+3j-k )+(2i+4j-5k )
7i+3j-4k is the required answer
Hey
I suppose it will be like
A vector into B vector is (3*12)+(4*5)=36+20= 56
AB= root under (3 square+4 square) * root under (12 sqaure + 5 square)= 5+13=18
Hence mod of cos theta will be : 56/18= 3.11(which is not possible hence I guess you got the question
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