Oxford PAT
A (oscillations) = - ANS--w^2x
Area of quarter= - ANS-0.5r^2angle
mathematics series - ANS-an=a1+(n-1)d
Chain Rule - ANS-Dy/Dx= Dy/du x du/dx
Circular Acceleration (v and r) = - ANS-V^2/r
Circular Acceleration (w and r) = - ANS-w^2r
Coulomb's Law - ANS-The dating amongst electric pressure, fees, and distance: The electric
force among two expenses varies at once because the made of the prices and inversely as
the square of the distance among them.
Differential of cos(x) - ANS--sinx
Differential of displacement - ANS-Velocity
Differential of ln(x) - ANS-1/x
Differential of Sin(x) - ANS-cosx
Differential of velocity - ANS-Acceleration
E (capacitors) = - ANS-CV^2/2
E (charge voltage) = - ANS-QV
E (electric powered field strength) = - ANS-Force / Charge
E (SHC) = - ANS-Mct
E = - ANS-hf
E= - ANS-Mc^2
Electric discipline electricity gadgets - ANS-NC-1
Emf = - ANS-I(R+r)
Ev = - ANS-0.5mv^2
A (oscillations) = - ANS--w^2x
Area of quarter= - ANS-0.5r^2angle
mathematics series - ANS-an=a1+(n-1)d
Chain Rule - ANS-Dy/Dx= Dy/du x du/dx
Circular Acceleration (v and r) = - ANS-V^2/r
Circular Acceleration (w and r) = - ANS-w^2r
Coulomb's Law - ANS-The dating amongst electric pressure, fees, and distance: The electric
force among two expenses varies at once because the made of the prices and inversely as
the square of the distance among them.
Differential of cos(x) - ANS--sinx
Differential of displacement - ANS-Velocity
Differential of ln(x) - ANS-1/x
Differential of Sin(x) - ANS-cosx
Differential of velocity - ANS-Acceleration
E (capacitors) = - ANS-CV^2/2
E (charge voltage) = - ANS-QV
E (electric powered field strength) = - ANS-Force / Charge
E (SHC) = - ANS-Mct
E = - ANS-hf
E= - ANS-Mc^2
Electric discipline electricity gadgets - ANS-NC-1
Emf = - ANS-I(R+r)
Ev = - ANS-0.5mv^2