- #1
questioner
- 10
- 0
G is the gravitational constant. it's approximate value is:
G = (6.67428[tex]\pm[/tex]0.0010)*10(power -11) m(power 3) kg(power-1) s(power-2)
= (6.67428[tex]\pm[/tex]0.0010)*10(power -11) N m(power 2) kg(power-2)
= (6.67428[tex]\pm[/tex]0.0010)*10(power -8) cm(power 3) g(power-1) s(power-2)
now what is this? is this even an absolute number? because i want to use it in the formula:
a1 = G(m2/r*r)
and i need to have an actual number for a1.
I don't know how to do it.
and i don't know how to type the power sign so i put (power 3) etc everywhere. sorry.
G = (6.67428[tex]\pm[/tex]0.0010)*10(power -11) m(power 3) kg(power-1) s(power-2)
= (6.67428[tex]\pm[/tex]0.0010)*10(power -11) N m(power 2) kg(power-2)
= (6.67428[tex]\pm[/tex]0.0010)*10(power -8) cm(power 3) g(power-1) s(power-2)
now what is this? is this even an absolute number? because i want to use it in the formula:
a1 = G(m2/r*r)
and i need to have an actual number for a1.
I don't know how to do it.
and i don't know how to type the power sign so i put (power 3) etc everywhere. sorry.