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If two non-zero vectors are added together, and the resultant vector is zero, what must be true of the two vectors?(A) They have equal magnitude and are pointed in the same direction.(B) They have equal magnitude and are pointed in opposite directions.(C) They have different magnitudes and are pointed in opposite directions.(D) It is not possible for the sum of two non-zero vectors to be zero.

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Chapter 2

Vectors

Introduction and Vectors

Daman S.

August 14, 2021

If two non zero vectors are added together and the resultant vector zero water must be true of the two vectors a they have equal magnitude and appointed in the same direction be they have equal magnitudes and appointed in the opposite direction and see th

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Vector $\vec{A}$ has a mag…

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before we start to solve the let me introduce What is the vector? A Veta has two quantities. One is the magnitude The other way. Is that that Russia? This is the magnitude arrow. Is that the luxury and the west? The drool off the back issue. Now let me introduce the true vexes. A dish you met A That's got to be Remember tip and the tail will be connect together And then the final better should be here for on care to taper that this is the mecca to you And then the arrow isn't the Russian. This is the door off the better addition Now let me start to solve the problem. The problem one us to find out a zero better or better issue now what? Since them in a said that A is that there are two vectors within the sand magnitude and in the same direction Let me join a picture met a process it to be and the final better. Is that from Terra Tip? The less It's not zero. So the Matthew is not so. This is not the zoo defect. This is not the problem once Now, not to see the statement be settlement be is that there are two records with the send Mecca to but the opposite of Russia. Now let me join a picture. But a it's meant to be opposite direction. Send methods you so the final tear and the tip and then ascend all case you Therefore the thence is zero. So the matatu is zero This is the zero back. This is okay for this problem. No. What's that stand and see Septimus see is that there are two factors with different matatu opposite that the Russian. So I sold The picture is here but a as better be opposite the Russian, different Americans you. So the final vetter should be here from tha t Therefore the events It's not zero This is an than zero director So because in vector the matter is not zero So this is not the judo vector. This is not the problem once No, not to see that standing d salmon is that that's not possible together the little vector or tobacco issue The statement is not true because stem be it's example tell us that to better addition can get a zero vet. So this statement B is not true. We already analyzed the forced residents. Be is the best choice for this problem. So, be is the answer for this problem as though this problem is the one dimensional to better addition. But the duel off the better at issue can be a price to two and the three D nation. Kris, keep it in your mind.

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