Question

Valu of gin S.I and C.G.S system

Answer 1

Assuming that G is gravitational constant, which has the unit M−1L3T−2M−1L3T−2

The unit of G becomes cm3g−1s−2cm3g−1s−2
Now, the value of G in SI system is 6.674∗10−11m3kg−1s−26.674∗10−11m3kg−1s−2
=  6.674∗10−11∗(102cm)3∗(103g)−1∗s−26.674∗10−11∗(102cm)3∗(103g)−1∗s−2
= 6.64∗10−8cm3g−1s−26.64∗10−8cm3g−1s−2
Therefore, the value of the gravitational constant in CGS system is
6.64∗10−8cm3g−1s−26.64∗10−8cm3g−1s−2
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