t^2=(1/a)*(b^2+(1/c)*(d^2+(1/e)*(f^2)))
Solve for b
σt^2=(1/p)*(σp^2+(1/s)*(σs^2+(1/a)*(σa^2)))
Solve for σp
3060 / 19
σt^2=1/p(σp^2+1/s(σs^2+1/a(σa^2)))
(3x^3 + 7x^2 - 4) / (x+1)
g(t)=2/t^2-2/16 find the domain and range
(3x^3 + 7x^2 - 4) / x+1
7/20 + 2 3/4
If you were to plot the point (4,-12) what would be the correct method?
Th msu