0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

The simple sum of two co-initial vectors is $$16$$ units. Their vectors sum is $$8$$ units. The resultant of the vectors is perpendicular to the smaller vector. The magnitudes of the two vectors are:

A
$$4$$ units and $$12$$ units
B
$$2$$ units and $$14$$ units
C
$$8$$ units and $$8$$ units
D
$$6$$ units and $$10$$ units
Solution
Verified by Toppr

Correct option is C. $$6$$ units and $$10$$ units

Was this answer helpful?
16
Similar Questions
Q1
The simple sum of two co-initial vectors is $$16$$ units. Their vectors sum is $$8$$ units. The resultant of the vectors is perpendicular to the smaller vector. The magnitudes of the two vectors are:
View Solution
Q2
The sum of magnitude of two vectors is 36 units and resultant vector is perpendicular to the smaller vector. If magnitude of resultant vector is 24 unit, then magnitude of given vectors are
View Solution
Q3
The resultant of two vectors of magnitudes 3 units and 5 units is perpendicular to 3 units. The angle between the vectors is
View Solution
Q4
Two vectors have magnitudes 3 units and 6 units respectively. What should be the angle between these two vectors if the resultant vector is perpendicular to the smaller one?
View Solution
Q5
The resultant of two vectors at an angle 150 is 10 units and perpendicular to one vector. The magnitude of the smaller vector is
View Solution