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Let the Vectors `Veca, Vecb, Vecc` Given as `A_1hati + A_2hatj + A_3hatk, B_1hati + B_2hatj + B_3hatk, C_1hati + C_2hatj + C_3hatk` Then Show that = `Veca Xx (Vecb+ Vecc) = Veca Xx Vecb + Veca Xx Vecc` - CBSE (Commerce) Class 12 - Mathematics

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Question

Let the vectors `veca, vecb, vecc` given as `a_1hati + a_2hatj + a_3hatk, b_1hati + b_2hatj + b_3hatk, c_1hati + c_2hatj + c_3hatk` Then show that = `veca xx (vecb+ vecc) = veca xx vecb + veca xx vecc`

Solution

We have,

Hence, the given result is proved.

 
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Solution Let the Vectors `Veca, Vecb, Vecc` Given as `A_1hati + A_2hatj + A_3hatk, B_1hati + B_2hatj + B_3hatk, C_1hati + C_2hatj + C_3hatk` Then Show that = `Veca Xx (Vecb+ Vecc) = Veca Xx Vecb + Veca Xx Vecc` Concept: Product of Two Vectors - Vector (Or Cross) Product of Two Vectors.
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