Question 47 (Case Based Question) - CBSE Class 10 Sample Paper for 2022 Boards - Maths Standard [MCQ] - Solutions of Sample Papers for Class 10 Boards

Last updated at March 29, 2023 by Teachoo

If a player P needs to be at equal distances from A and G, such that A, P and G are in straight line, then position of P will be given by

(a) ((-3)/2, 2) (b) (2, (-3)/2) (c) (2, 2/3) (d) ((-2)/(-3))

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Question 47 If a player P needs to be at equal distances from A and G, such that A, P and G are in straight line, then position of P will be given by (a) ((−3)/2, 2) (b) (2, (−3)/2) (c) (2, 2/3) (d) ((−2)/(−3)) Now, Distance of P from A and G are same And P is at equal distance from A and G ∴ P is the mid-point of AG Now, Coordinates of mid-point P = ((𝑥_1 + 𝑥_2)/2,(𝑦_1 + 𝑦_2)/2) = ((𝟑 + 𝟏 )/𝟐,(𝟔 + (−𝟑))/𝟐) = (4/2,3/2) = (𝟐 ,𝟑/𝟐) So, the correct answer is (c)

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