Find the magnitude of the vector $∥ v ∥ = (8, 0, 0)$ .

Answer

The magnitude of vector $v$ is $∥ v ∥ = 8$ .

Explanation

To find magnitude of a vector $v = (a, b, c)$ we use formula $∣∣ v ∣∣ = a^{2} + b^{2} + c^{2}$

In this example $a = 8$ , $b = 0$ and $c = 0$ so:

∣∣ v ∣∣ = 8^{2} + 0^{2} + 0^{2} = 64 + 0 + 0 = 64 = 8

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Find the magnitude of the vector ∥v∥=(8, 0, 0) .

The magnitude of vector v is ∥v∥=8 .

Find the magnitude of the vector $∥ v ∥ = (8, 0, 0)$ .

The magnitude of vector $v$ is $∥ v ∥ = 8$ .