{[ promptMessage ]}

Bookmark it

{[ promptMessage ]}

C_Problem_Types_1988-97

# C_Problem_Types_1988-97 - VIII AP Physics C Problem Types...

This preview shows pages 1–2. Sign up to view the full content.

VIII. AP Physics C Problem Types and Hints 1988-1997 Yr. # Method for each part [Hint] Problem Type 88M1 Circ. Mot. Σ F=ma, vector [a is horiz], [too fast, so F f is downhill], F f = μ F N Banked Turn 88M2 k=F s /d (slope of graph), KE= Fdx (area of graph), area, ½mv 2 =area, slope=total k Graphical work, energy 88M3 I=kmr 2 , a 1 =a 2 and a=r α , Στ =I α (larger), Στ =I α (smaller), ϖ = ϖ o + α t, RKE=½I ϖ 2 Rotation of two objects 88E1 V=q/4 πε o r, Gauss, sphere, V= Edr, C=Q/V Gaussian E and V, Capacitance 88E2 Kirchoff or series and parallel, V C =V 4 , C=Q/V, New Kirchoff, P=IV as fraction of total Circuit 88E3 Ampere’s Law Solenoid, Faraday: ε =–d Φ /dt, Faraday: Edl=–d Φ /dt , [B only to r 1 ] Ampere’s, Faraday’s Laws 89M1 energy, Σ F: Circle, gravity, circle, projectile kinematics or energy with v=v H , energy Energy, circle 89M2 Σ F A =ma, Στ pulley =I α , Σ F B =ma, Σ F C =ma Multiple object Σ F, Στ 89M3 energy, ϖ = m / k , T=2 π / ϖ , v max is at equilibrium: mg=kx, energy, (e) = (d) – (c ) spring energy, SHM 89E1 Gauss [q enclosed = 0], V= E dr in from , Gauss, V= E dr in from Gauss E and V 89E2 I = ε /R, where ε =–d Φ /dt, where Φ =B[h(vt)], F=I B, directions by Lenz’s Law Motional emf 89E3 U c =½QV, C=Q/V, C= ε o A/d, where d quadruples, energy, net V = IR, Q=Q o - Q equilibrium, E=VQ RC 90M1 Σ F A =ma, graph e -t/τ , graph (1- e -t/τ ), e -t/τ calculus graph, F=-kv motion 90M2 ½mv 2 =mgH, ½mv 2 =mgH+F f d, ½mv 2 + ½I ϖ 2 =mgH, ½mv 2 + ½I ϖ 2 =mgH + ½I ϖ 2 rotation on a ramp (energy) 90M3 [Find equil. position] mg-kx=0, ϖ = m / k , [separate when F N = 0] , a max = ϖ 2 A, v max = ϖ A SHM force, multiple object 90E1 Gaussian sphere: in insulator, in free space, in conductor [E=0], surface charge density Gaussian E 90E2 qE = qvB, qvB=mv 2 /R, qV=½mv 2 ,

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document
This is the end of the preview. Sign up to access the rest of the document.

{[ snackBarMessage ]}