Recent content by lokal704

\intx/6 = 6*ln(x) 0=6ln(7) 0=11.6755 x(t)=6ln(t)+11.6755 I have no idea where I am going wrong

Solve the separable differential equation dx/dy = 6/x , and find the particular solution satisfying the initial condition x(0) = 7.

Homework Statement Solve the separable differential equation \frac{dx}{dt} = \frac{6}{x} , and find the particular solution satisfying the initial condition x(0) = 7. x(t) = . Homework Equations \[ \frac{dy}{dt} = ky \] The Attempt at a Solution lnx=6 x=e^6

it would be 52 right? Because collectively they are supporting 102. So it should look like this right? Please correct me if I am wrong. p=52/13 p=4kg

SO would it be the remaining 52 kg? Or 102 kg?

Oh, sorry. This is the second time I have used this forum, and I am still new. Here is what I have so far: p=F/A First answer: 2=F/25 2*25=F F=50 so would it be p=50/13 p=3.85 kg?

Homework Statement An artist has designed a sculpture made from granite. The sculpture is essentially a small rectangular block whose weight is 102 kg. This centerpiece will be balanced on two granite pedestals, one at each end of the centerpiece. The pedestals are different sizes, such that...

I'm still confused, and have no idea what I'm doing.

This is the first time I have encountered a problem like this, and have no idea how to set it up, let alone solve it. Any help would be great. Homework Statement A car can decelerate at -5.00 m/s2 without skidding when coming to rest on a level road. What would be the magnitude of its...