Higher Relationships

Relationships  required  for  Higher  Physics  (revised)   d = vt   EW = QV    Vpeak = 2Vrms s = vt   E = mc2    Ipeak = 2Irms€ v = u + at   € E = hf   € Q = It  € s = ut + 1 at2   € EK = hf − hf0   € V = IR   2 € E2 − E1 = hf   € P = IV = I2R = V 2  € v2 = u2 + 2as   R€ 1   € 1   € RT = R1 + R2 + ....   2 f s = (u + v)t T =€ € v = fλ   € 1 = 1 1 + ....   W = mg   RT R1 + R2€ F = ma   € d sinθ = mλ   € E = V + Ir  € € n = sinθ1   € ⎛ R1 ⎞   ⎜ + R2 ⎠⎟VS EW = Fd   sinθ2 V1 = ⎝ R1€ € sinθ1 = λ1 = v1   € V1 = R1   EP = mgh   sinθ2 λ2 v2 V2 R2€ 1 mv 2   € 1   € Q   2 n V EK = sinθc = C =€ P = E   € I = k   € E = 1 QV = 1 CV 2 = 1 Q2   d2 2 2 2 C t€ p = mv   € I = P   €   A€ Ft = mv − mu   € path difference = mλ o€r ⎛⎜⎝m + 1 ⎞ where m = 0, 1, 2...   2 ⎠⎟λ€ F = G m1m2   € random uncertainty = max. value - min. value   r2 number of values( )€ tʹ′ = t   2 €  € v € 1− c ( )lʹ′ = l1− v 2       c€ fo = ⎛ v ⎞       fs⎝⎜ v ± ⎟     v s ⎠      € z = λobserved − λrest λrest€ z = v c  €   v = H0d   Relationships  required  for  Higher  Physics      € October  2010  €