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two vectors can have equal magnitude and can form an angle teta if they are part of a right angle triangle. To put it simply,
FOR MAGNITUDE:
R(Resultant vector)=((A)^2+(A)^2)1/2
R=(2A^2)^1/2
R=(2)^1/2 × A
it can be written as, R~A or R=A
FOR ANGLE;
tetha=tan^-1(A÷A)
tetha=tan^-1(1)
tetha=45°
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FOR MAGNITUDE:
R(Resultant vector)=((A)^2+(A)^2)1/2
R=(2A^2)^1/2
R=(2)^1/2 × A
it can be written as, R~A or R=A
FOR ANGLE;
tetha=tan^-1(A÷A)
tetha=tan^-1(1)
tetha=45°
I HOPE IT HELPS YOU ☺️
PLEASE MARK ME AS BRAINLIEST ☺️
@MITHU ♥️ ♥️ ♥️
jp5850690peyjny:
wrong answer
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