Formeln umstellen Teil 4

`x_0={a(a+2c)}/{2(a+b+c)}` a) `c = ?` b) `b = ?`

`x=a+{a_1 - a}/{h}z` a) `a = ?` b) `h = ?`

`Q=mu_1 Q r/R + (Q+G) f/R` a) `f = ?` b) `R = ?`

`a=-mu[g+b (r/R)^2]f` a) `b = ?` b) `g = ?`

`r=3 delta{gamma_1 - gamma_2}/{gamma_1}` a) `gamma_1 = ?` b) `gamma_2 = ?`

`varrho_1=N/F + m/{r F}+ {M r}/z - e_1/{r + e_1}` a) `e_1 = ?` b) `F = ?`

`B={p_a - p_i}/{eta^2 -1} (r_a/r_i)^2` a) `p_i = ?` b) `p_a = ?`

`x_2={s_1 - s_2 + {x_1r_1}/T}/{r_2/T_2}` a) `T_1 = ?` b) `x_1 = ?`

`C={23+1/n+K/I}/{a+(23+K/I)n/R}` a) `I = ?` b) `K = ?`

`M=gamma/g Q(r_1 c_1 - r_2 c_2)` a) `c_2 = ?` b) `r_1 = ?`

`C=1/{1/C_1 + F_1/F_2 (1/C_2 - 1/C_S)}` a) `C_1 = ?` b) `C_2 = ?`

`q={m-k}/{m-1} c_v(T_2 - T_1)` a) `m = ?` b) `T_1 = ?`

`d_1/d_2={a_1 gamma_1(gamma_2 - gamma)^2}/{a_2 gamma_2(gamma_1 - gamma)^2}` a) `a_2 = ?` b) `a_1 = ?`

`p=p_0+[h/L-{v^2-v_0^2}/{2g}]gamma` a) `h = ?` b) `L = ?`

`{v_1 - v_0}/v_0 = -e` a) `v_0 = ?` b) `v_1 = ?`

`c=1/{4g} (2b+l F/g)` a) `F = ?` b) `b = ?`

`W=a{pi d^2}/4 v^2/{G_1 - A_1}` a) `G_1 = ?` b) `A_1 = ?`

`alpha=K+0,7(K-1)(1/eta -1)` a) `K = ?` b) `eta = ?`

`Z=W_2 + W_A + (G_2 + G_A)(s+b)` a) `b = ?` b) `G_2 = ?`

`w=1/R(f+m r)+c` a) `m = ?` b) `R = ?`

`t=n/400 {Sigma G D^2}/{400 M + M_B}` a) `M_B = ?` b) `M = ?`