Three vectors ￫P, ￫Q and ￫R are shown in the figure. Let S be any point on the vector ￫R.
The distance between the point P ad S is b| ￫R |. The general relation among vectors ￫P,
￫Q and ￫S is
[A] ￫S = (1 - b)￫P + b￫Q
[B] ￫S = (b -1)￫P +b￫Q
[C] ￫S = (1-b²) ￫P + b￫Q
[D] ￫S = (1-b) ￫P + b²￫Q
Attachments:
Answers
Answered by
0
Answer:
Given,
Three vectors
P
,
Q
,
R
distance=b∣
R
∣
Since S is the point on
R
So,
P
+b∣
R
∣
R
P
+b∣
R
∣(
∣R∣
R
)
P
+b
R
P
+b(Q−
P
)
(1−b)(
P
)+b
Q
Answered by
1
option A is the correct answer
Similar questions