Write the dimensional formula of universal gravitation constant
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The dimensions assigned to the gravitational constant are force times length squared divided by mass squared; this is equivalent to length cubed, divided by mass and by time squared: In SI base units, this amounts to meters cubed per kilogram per second squared: . In cgs, G can be written as G ≈6.674×10−8 cm3⋅g−1⋅s−2.
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The dimensions assigned to the gravitational constant are force times length squared divided by mass squared; this is equivalent to length cubed, divided by mass and by time squared: In SI base units, this amounts to meters cubed per kilogram per second squared: . In cgs, G can be written as G ≈6.674×10−8 cm3⋅g−1⋅s−2.
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F=Gm1m2/r*r
Dimension of force is mlt-2
MLT-2=GM2/L2
G=M-1L3T-2
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