What can be the angle between P-Q- and P-Q-

Drow a diagram of given situation. Find angle between (P⃗+Q⃗) and (P⃗ Q⃗). (P⃗+Q⃗) and (P⃗ Q⃗) are diagonals of a paralleiogram whose sides are P⃗ and Q⃗. β ...

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Byju's Answer

Standard VII

History

Mughals

What can be t...

Question

What can be the angle between $(\to P + \to Q)$ and $(\to P - \to Q)$ ?

0 ° o n l y

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Any angle between

0 °

and

180 °

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180 °

only

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90 °

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Solution

The correct option is B Any angle between $0 °$ and $180 °$
Drow a diagram of given situation.

Find angle between $(\to P + \to Q)$ and $(\to P - \to Q)$ .

$(\to P + \to Q)$ and $(\to P - \to Q)$ are diagonals of a paralleiogram whose sides are $\to P$ and $\to Q$ . $β$ is the angle between $\to P + \to Q$ and $\to P - \to Q$ . $β$ can have any value from $0^{\circ}$ to $180^{\circ}$ depending upon magnitudes of $\to P$ and $\to Q$ and angle $Θ$ between them.

Final answer: (c)

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Similar questions

Q. What is the angle between

(\to P + \to Q)

and

(\to P \times \to Q)

Q. If

\to P + \to Q = \to P - \to Q

and q is the angle between

\to P

and

\to Q

, then

Q. What is the angle between

\to P \times \to Q

and

\to Q \times \to P

Q. Three vectors

\to P

\to Q

\to R

are such that the

| \to P |

= | \to Q |

| \to R |

= \sqrt{2}

| \to P |

and

\to P + \to Q

+ \to R = 0

. The angle between

\to P

and

\to Q

\to Q

and

\to R

and

\to P

and

\to R

will be respectively.

What is the angle between $\to P$ and the resultant of $(\to P + \to Q)$ and $(\to P - \to Q)$

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Mughals

Standard VII History

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What can be the angle between (→P+→Q) and (→P−→Q)?

What can be the angle between $(\to P + \to Q)$ and $(\to P - \to Q)$ ?