Simplify the following expressions as much as possible 100 200 m. i2 log(i + i'), log(i + i*) + i-101 k-1 l-25 50 50 50-t1 t-0 t-o Simplify the following expressions as much as possible 100...
Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In
Simplify the following indicial expressions as much as possible. ΣΣ1C,B (a) Substitute Cii = -1 AipBpj into a = k 1 Hint: Consider changing the index j to index k in the expression for C;i 3 ( b) Σ-Σ_ Σ1 Α, Βιδικ - Σ Σ Σ-12AB , im rį=1 i=1 m=1 Hint: Use the index substitution property of Kronecker delta first to simplify the expression. When you do that, the triple summation will reduce to double summation in each symbol...
(1) Simplify the following expressions as much as possible. c) (-1+1)2(1)(i(21+1)+δ(-21+1)] (Draw also the resulting function for part (c))
please simplify Problem 2.3 Evaluate or simplify the following integrals or expression as much as possible (show your work). (a) L, 8(t)x(t – 1)dt (e) , 8(at)dt (i) cos(10zt) [8(t) + 8(t + 5)] sin (b) 8(t – T)x(t)dt (f) 8(2t – 5) sin nt dt (c) L 8(t)x(r – t)dt cos (x - 5)|6(x – 3)dx (sin ke (B) e*-2 8(w) (k) 6(r – t)x(t)dt (d) (h) Jt-11 t+9 8(1 – 3)đr Problem 2.3 Evaluate or simplify the following...
In the current divider network represented in Fig. 3.89, calculate (a) i1 if i = 8 A and i2 = 1 A; (b) v if R1 = 100 k, R2 = 100 k, and i = 1 mA; (c) i2 if i = 20 mA, R1 = 1 , and R2 = 4 ; (d) i1 if i = 10 A, R1 = R2 = 9 ; (e) i2 if i = 10 A, R1 = 100 M, and R2...
In the current divider network represented in Fig. 3.89, calculate (a) i1 if i = 8 A and i2 = 1 A; (b) v if R1 = 100 k, R2 = 100 k, and i = 1 mA; (c) i2 if i = 20 mA, R1 = 1 , and R2 = 4 ; (d) i1 if i = 10 A, R1 = R2 = 9 ; (e) i2 if i = 10 A, R1 = 100 M, and R2...
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm
T(20 + log t)('R-h) 25 30 35 40 45 50 * x103 x103 x103 x103 x103 x103 Larson-Miller parameter = 12. 103 (R-h) 100,000 Larson-Miller parameter = 2.2. 103 (K-h) Stress = 6.9 MPA Stress = 1 . 103 psi TITUTI 100 Stress (MPa) 10,000 Stress (psi) IIIIIIITTI 10 16 1000 20 24 1 28 28 16 xlo3X103 X103 X103 X103 T(20 + log t)(K-h) * Your answer is incorrect. For an 18-8 Mo stainless steel (Animated Figure 8.36), predict...
츨…<L. t-o(see (1) in Section i2 4) s bject to the given conditions. Solve the wave equation, .a a r u(0, t)=0, u(T, t)=0, t> 0 ux, o) 0.01 sin(5tx), 0u t=0 u(x, t) = n=1 Need Help? LRead it . Talk to a Tutor l 츨… 0 ux, o) 0.01 sin(5tx), 0u t=0 u(x, t) = n=1 Need Help? LRead it . Talk to a Tutor l
For the circuit shown below do the following: 1. Find expressions for vc(t) and i(t) for t 2 0. а. Find an expression for the power to the resistor, pR(t) b. Integrate the power to the resistor from t = 0 to co. С. d. Show that the total energy to the resistor is equal to the energy stored in the capacitor at t 0 Determine the time at which Vc(t) 25 V? е. t 0 i(t) vc(t) 2 HF...