a) k\(\vec{a}\) + k\(\vec{b}\)
b) k\(\vec{a}\) + \(\vec{b}\)
c) \(\vec{a}\) + k\(\vec{b}\)
d) \(\vec{a}\) + \(\vec{b}\)
If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k (\(\vec{a}\)+ \(\vec{b}\))= ________
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If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k (\(\vec{a}\)+ \(\vec{b}\))= ________
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