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            <Attribute name="description">In this video, we realise that if the vectors are not free, then even if they have the same magnitude and direction, they may not be equal. We learn about free, sliding, and fixed vectors. We then look at different types of vectors - unit, zero, equal, opposite, collinear, and co-initial.</Attribute>
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            <video:description>In this video, we realise that if the vectors are not free, then even if they have the same magnitude and direction, they may not be equal. We learn about free, sliding, and fixed vectors. We then look at different types of vectors - unit, zero, equal, opposite, collinear, and co-initial.</video:description>
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            <Attribute name="description">In this video, we look at ways to find the magnitude and direction of position vectors. We derive the formula for the magnitude of a position vector. We look at a few lazy ways to talk about direction of a vector before talking about the direction cosines. We also discuss why cosines are better at this than sine or tan.</Attribute>
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            <video:description>In this video, we look at ways to find the magnitude and direction of position vectors. We derive the formula for the magnitude of a position vector. We look at a few lazy ways to talk about direction of a vector before talking about the direction cosines. We also discuss why cosines are better at this than sine or tan.</video:description>
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            <video:description>In this video, we talk about the components of a vector in 3D. For reference, we use unit vectors along x, y, and z axes and represent the vectors in terms of sums of multiples of these unit vectors. We also represent a vector between two points. We solve a few problems to get familiar with the notations. Finally, we look at a few properties of algebra of vectors.</video:description>
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            <Attribute name="description">परिमाण (Magnitude), दिक् अनुपात (Direction Ratios) और दिक्  कोसाइन (Direction Cosines) से संबंधित कुछ मूल प्रक्रियात्मक प्रश्न दिए गए हैं।  </Attribute>
            
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            <Attribute name="description">सदिशों (vectors) के परिमाण (magnitude) और दिशा (direction) पर आधारित उच्च स्तर के अवधारणात्मक और जटिल प्रश्न दिए हैं। </Attribute>
            
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            <Attribute name="description">परिमाण (magnitude) और दिशा रूप में दिए गए एक सदिश (vector) को लें और इसे घटक रूप में परिवर्तित करें। </Attribute>
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