A resultant of two vector makes 30 degree with one vector and 45° with the other. find the two vector if the resultant has the magnitude 15
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vector A such that :
β = 300
θ =750
and R = 15
As the resultant R makes an angle β with the direction of vector A.
Hence, tan β =
tan 300 =
Solving, we get :
A = 1.41 B .........(1)
and resultant is given by :
R =
Putting R = 15, A = 1.41 B and θ = 750 in above equation, we get :
B = 7.81
Substituting value of B in eq. 1, we get :
A = 11.01
hope this helps you.please mark it as brainiest.....
β = 300
θ =750
and R = 15
As the resultant R makes an angle β with the direction of vector A.
Hence, tan β =
tan 300 =
Solving, we get :
A = 1.41 B .........(1)
and resultant is given by :
R =
Putting R = 15, A = 1.41 B and θ = 750 in above equation, we get :
B = 7.81
Substituting value of B in eq. 1, we get :
A = 11.01
hope this helps you.please mark it as brainiest.....
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Answer:
tan bita=300,thita=750,R=15,A=1.41bita.......eq1 putting R=15,A=1.41,this=750in above equation ,bita=7.81 value of bita in equation1 ,A=11.01
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