Question

⇒Write two vectors having same magnitude.
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Need A Verified Answer ✔
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Answer 1

Answer:

$\huge \sf {\orange {\underline {\red{\underline {❥αղsաҽɾ࿐ }}}}}$

$Consider a =(i - 2j^ + 3k^)$ $and b=(2i^+j^−3k)</p><p>$

$It \: can \: be \: observed \: that \: \: |a|$

$\sqrt{ {1}^{2} } + {( - 2}^{2}) + {3}^{2} =$

$\sqrt{ {1}^{} } + 4 + 9$

$= \sqrt{14}$

$and ∣b∣ \: =$

$\sqrt{ {2}^{2} } + {1}^{2} + { (- 3}^{2} )$

$= \sqrt{4} + 1 + 9$

Hence, a and b are two different vectors having the same magnitude. The vectors are different because they have different directions.

Answer 2

Answer:-

Attached ✅

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