Physics, asked by sandipbiswa, 1 year ago

are two vector will the same magnitude necessarily equal ? Give your reason

vIsHal005: no they can not be equal

Answers

Answered by sharathkumar1

There are already very good answers to this question, but maybe you need some visual feedback. In the figure below, the three vectors have the same magnitude, so they form an equilateral triangle. Vector c may be interpreted as the resultant of vectors a and b. In this case the tail of vector b is at the end of a, so we may consider that c is the resultant of the sum of these two vectors: a+b=ca+b=c. Any configuration similar to this one may work.

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vIsHal005: so why u r confusing him just tell the accurate answer

sandipbiswa: ya accurate answer

vIsHal005: see mate a vector equals it's magnitude *it's direction

sandipbiswa: ok

vIsHal005: so to be equality of two vectors these two quantities must be same for them

sandipbiswa: thanks

vIsHal005: ur most welcome

Answered by Bhoomisahubhoomi

We have two vectors with the same direction, but the magnitudes (or length of the vectors) are different. Vector a does not equal vector b in this example. This example seems pretty simple, because the same rule applies for scalars; if the magnitude is different, the quantities are not equal.

I hope it will help you

vIsHal005: gr8

sandipbiswa: ya

vIsHal005: Mark her brainilest bro

sandipbiswa: is that ok

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