{ABCD} is a rhombus. If {M}, {N}, {P} are points taken on sides {AB}, {BC}, CD respectively such that {AM}=\frac{1}{12} {BN}=\frac{1}{5} centroid of ∆ {MNP} is {G}. If {AM}=12 units, {BN}=5 units then

if G lies on {AC}, {PD}=\frac{7}{60} units

if {G} lies on {BD}, {PD}=\frac{31}{60} units

if G lies of A C, P C=\frac{13}{20} units

If G lies on BD, P C=\frac{17}{60} units

JEE Advanced 2020 Full Test 1 Paper 2

Question : 46 of 54

Marks: +1, -0

ABCD is a rhombus. If M,N,P are points taken on sides AB,BC, CD respectively such that AM=‌

BN=‌

centroid of ∆MNP is G. If AM=12 units, BN=5 units then

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