If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k (\(\ – McqOptions

MCQOPTIONS

1.	If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k (\(\vec{a}\)+ \(\vec{b}\))= ________
A.	k\(\vec{a}\) + k\(\vec{b}\)
B.	k\(\vec{a}\) + \(\vec{b}\)
C.	\(\vec{a}\) + k\(\vec{b}\)
D.	\(\vec{a}\) + \(\vec{b}\)
Answer» B.

Discussion

No Comment Found

Related MCQs

If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k \(\vec{a}\) + m\(\vec{a}\) can also be written as ________
What is direction of vector \(\vec{a}\) if it is multiplied with -λ?
\(\vec{a}\)=\(\hat{i}\) + 2\(\hat{j}\) and \(\vec{b}\)=2\(\hat{i}\) + \(\hat{j}\) , Is |\(\vec{a}\)| = |\(\vec{b}\)|?
Find values of x, y, z if vectors \(\vec{a}\)=x\(\hat{i}\) + 2\(\hat{j}\) + z\(\hat{k}\) and \(\vec{b}\)=2\(\hat{i}\) + y\(\hat{j}\) + \(\hat{k}\) are equal.
If k is any scalar and \(\vec{a}\), \(\vec{b}\) be vectors then k (\(\vec{a}\)+ \(\vec{b}\))= ________
If \(\vec{a}\) =\(\hat{i}\) + \(\hat{j}\) + \(\hat{k}\) and λ=5, what is value of λ\(\vec{a}\)?
|λ| times the magnitude of vector \(\vec{a}\) is denoted as ______
Find magnitude \(\vec{a}\) =\(\hat{i}\) + \(\hat{j}\) + \(\hat{k}\).
Direction of λ\(\vec{a}\) and \(\vec{a}\) is same if λ is _______
Multiplication of vector \(\vec{a}\) and scalar λ is denoted as ______