The given masses m¡ are located at the given points Pi which are placed in the xy-plane. Find the total mass (m), moments Mx and M, with respect to the x- and y-axis, and the center of mass (x, ỹ ) of this system: m, = 3 kg placed at point P, (-1, 1), m2 = 4 kg placed at point P2 = (2, –1), and m3 = 8 kg placed at point P3 = (3,2). Total mass (m) = тотеnt (M ,) %3 тотеnt (M ) - center of mass (x,ỹ)=

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Chapter1: Units, Trigonometry. And Vectors
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The given masses m¡ are located at the given points P; which are placed in the xy-plane. Find the total mass
(m), moments Mx and My with respect to the x- and y-axis, and the center of mass (x, ỹ ) of this system:
m = 3 kg placed at point P, = (-1, 1), m2 = 4 kg placed at point P2 = (2, –1), and m3 = 8 kg placed at point P3 = (3,2).
Total mass (m) =
тотеnt (M,) %3
тотеnt (M ) —
center of mass (x,ỹ)=
Transcribed Image Text:The given masses m¡ are located at the given points P; which are placed in the xy-plane. Find the total mass (m), moments Mx and My with respect to the x- and y-axis, and the center of mass (x, ỹ ) of this system: m = 3 kg placed at point P, = (-1, 1), m2 = 4 kg placed at point P2 = (2, –1), and m3 = 8 kg placed at point P3 = (3,2). Total mass (m) = тотеnt (M,) %3 тотеnt (M ) — center of mass (x,ỹ)=
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