Physics, asked by ItzAwesomeGirl, 7 months ago

$\huge\star\underline\mathit\blue[Question]$
Maximum and minimum magnitudes of the resultant of two vectors of magnitudes P and Q are found in the ratio 3:1. which of the following relations are true?
A) P=Q
B) P=2Q
C) P=4Q
D) P=Q/3
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Answers

Answered by XxMissPaglixX

$\huge\boxed{\underline{\mathbb{\red{❥A}\green{n}\pink{S}\orange{w}\blue{E}\pink{r:-}}}}$

P=2 Q is correct relation.

2 is correct option.

Explanation:

Given that,

Two vectors of magnitudes P and Q are found to be in a ratio 3:1.

The magnitude of two vectors will be maximum when they are added together and minimum they are subtract.

We have,

P = 2Q

The maximum magnitude is

P+Q=2Q+Q=3QP+Q=2Q+Q=3Q

The minimum magnitude is

P-Q=2Q-Q=QP−Q=2Q−Q=Q

The ratio of the maximum and minimum magnitude of two vectors is

(P+Q):(P-Q)=3:1(P+Q):(P−Q)=3:1

Hence, P=2Q is correct relation.

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Answered by anjalimaurya3876

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will talk Tomorrow

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Maximum and minimum magnitudes of the resultant of two vectors of magnitudes P and Q are found in the ratio 3:1. which of the following relations are true?A) P=QB) P=2QC) P=4QD) P=Q/3​

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$\huge\star\underline\mathit\blue[Question]$
Maximum and minimum magnitudes of the resultant of two vectors of magnitudes P and Q are found in the ratio 3:1. which of the following relations are true?
A) P=Q
B) P=2Q
C) P=4Q
D) P=Q/3
$<marquee>No spamming...Pls<marquee>$