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solve all questions and write all your work please solve the 8 questions and show work and explanation please! 1. (5 Points) Express 2ej3/4 in Cartesian form x+jy : 2. (5 Points) Express (1+j3)/(1j) in polar form rej, with <. 3. (10 Points) Determine the values of E and P for the signal x(t)=e3tu(t). 4. (10 Points) Compute y[n]=x[n]h[n], where x[n]=(21)nu[n1] and h[n]=u[n+1]. 5. (10 Points) Compute y(t)=x(t)h(t), where x(t)=u(t1)u(t3) and h(t)=e3t. 6. (20 Points) Which of following impulse responses correspond(s) to stable LTI systems? Show why? a. h1(t)=e(1j)tu(t) b. h2[n]=2nu[n+2] 7. (20 Points) For the continuous-time periodic signal x(t)=1+2cos(3t)+4sin(32t), determine the fundamental frequency 0 and the Fourier series coefficients ak such that x(t)=k=akejk0t 8. (20 Points) Suppose we are given the following information about a signal x[n] : a. x[n] is a real and even signal. b. x[n] has a period N=8 and Fourier coefficients ak. c. a9=4. d. 81n=07x[n]2=32. Find numerical values for the constants A,B and C, where x[n]=cos(Bn+C). Write not only answers but also all your works for the following problems. 1. (5 Points) Express 2ej3/4 in Cartesian form x+jy : 2. (5 Points) Express (1+j3)/(1j) in polar form rej, with < 3. (10 Points) Determine the values of E and P for the signal x(t)=e3tu(t). 4. (10 Points) Compute y[n]=x[n]h[n], where x[n]=(21)nu[n1] and h[n]=u[n+1]. 5. (10 Points) Compute y(t)=x(t)h(t), where x(t)=u(t1)u(t3) and h(t)=e3t. 6. (20 Points) Which of following impulse responses correspond(s) to stable LTI systems? Show why? a. h1(t)=e(1j)tu(t) b. h2[n]=2nu[n+2] 7. (20 Points) For the continuous-time periodic signal x(t)=1+2cos(3t)+4sin(32t), determine the fundamental frequency 0 and the Fourier series coefficients ak such that x(t)=k=akejk0t 8. (20 Points) Suppose we are given the following information about a signal x[n] : a. x[n] is a real and even signal. b. x[n] has a period N=8 and Fourier coefficients ak. c. a9=4. d. 81n=07x[n]2=32 Find numerical values for the constants A,B and C, where x[n]=cos(Bn+C)..

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Soles es una empresa de calzado que ha abierto recientemente su tienda en Ambrosia. Para fabricar sus productos, Soles incurre en una variedad de costos diferentes. Cul de los siguientes sera un ejemplo de un costo indirecto? Grupo de opciones de respuesta: Electricidad utilizada para hacer funcionar sus fbricas. Costo de las mquinas para producir zapatos. Costo del cuero utilizado para fabricar zapatos. Salario pagado a los trabajadores de la fbrica..

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So I have 3 enums named land_type, entity, tile as shown: enum land_type { GRASS, WATER, PATH_START, PATH_END, PATH_UP, PATH_RIGHT, PATH_DOWN, PATH_LEFT, TELEPORTER }; enum entity { EMPTY, ENEMY, BASIC_TOWER, POWER_TOWER, FORTIFIED_TOWER, }; and I have created a struct named: struct tile { enum land_type land; enum entity entity; int n_enemies; }; // which consists of all the enums. I have also created something called map[SP1][SP2], SP1 = Row component of starting point and SP2 is column component of starting point. both of type ints. Similarly, map[EP1][EP2] is the end points. How do I assign these Starting points and end points into the enum PATH_START and PATH_END respectively?.

So I have 3 enums named land_type, entity, tile as shown enum lan.pdf

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So for C-ferns the CP is the common/wild type (green) and the cp is the mutant (polkadot) for F1 I know I should get a 1:1 ratio and for F2 I know I should get a 3:1 ratio but I can't seem to write out the Punnett squares on their own think I am getting confused because one is haploid and the other is diploid, help!!! need help making a Punnett square for these crossing that shows Mendelian genetics with CP as wild and cp as a recessive mutant.

So for C-ferns the CP is the commonwild type (green) and the cp is .pdf

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SLL Corporations balance sheet is shown below. The current rate on treasury bonds is 7%. The yield to maturity on SLL's bonds is 10%. Assume a market risk premium of 8%. SLL's tax rate is 40%. SLL's stock price is $45, and it has 2 million shares outstanding. SLL's beta is unknown because it only recently went public, but it is known that a comparable firms stock has a beta of 1.2 and that the comparable firms debt ratio (D/(D+E)) is 0.4. What is the weighted-average cost of capital for SLL's Corporation? SLL's Corporation Balance Sheet ($ millions) Assets Liabilities and Equity Cash and securities 10 Bonds 20 Accounts receivable 50 Common stock 50 Inventory 50 Retained earnings 80 Net fixed assets 40 Total assets 150 Total liability and equity 150 SLL's Corporation Balance Sheet ($ millions) Assets Liabilities and Equity Cash and securities 10 Bonds 20 Accounts receivable 50 Common stock 50 Inventory 50 Retained earnings 80 Net fixed assets 40 Total assets 150 Total liability and equity 150.

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solve all questions and write all your work pleasesolve the 8 .pdf

1. solve all questions and write all your work please solve the 8 questions and show work and explanation please! 1. (5 Points) Express 2ej3/4 in Cartesian form x+jy : 2. (5 Points) Express (1+j3)/(1j) in polar form rej, with <. 3. (10 Points) Determine the values of E and P for the signal x(t)=e3tu(t). 4. (10 Points) Compute y[n]=x[n]h[n], where x[n]=(21)nu[n1] and h[n]=u[n+1]. 5. (10 Points) Compute y(t)=x(t)h(t), where x(t)=u(t1)u(t3) and h(t)=e3t. 6. (20 Points) Which of following impulse responses correspond(s) to stable LTI systems? Show why? a. h1(t)=e(1j)tu(t) b. h2[n]=2nu[n+2] 7. (20 Points) For the continuous-time periodic signal x(t)=1+2cos(3t)+4sin(32t), determine the fundamental frequency 0 and the Fourier series coefficients ak such that x(t)=k=akejk0t 8. (20 Points) Suppose we are given the following information about a signal x[n] : a. x[n] is a real and even signal. b. x[n] has a period N=8 and Fourier coefficients ak. c. a9=4. d. 81n=07x[n]2=32. Find numerical values for the constants A,B and C, where x[n]=cos(Bn+C). Write not only answers but also all your works for the following problems. 1. (5 Points) Express 2ej3/4 in Cartesian form x+jy : 2. (5 Points) Express (1+j3)/(1j) in polar form rej, with < 3. (10 Points) Determine the values of E and P for the signal x(t)=e3tu(t). 4. (10 Points) Compute y[n]=x[n]h[n], where x[n]=(21)nu[n1] and h[n]=u[n+1]. 5. (10 Points) Compute y(t)=x(t)h(t), where x(t)=u(t1)u(t3) and h(t)=e3t. 6. (20 Points) Which of following impulse responses correspond(s) to stable LTI systems? Show why? a. h1(t)=e(1j)tu(t) b. h2[n]=2nu[n+2] 7. (20 Points) For the continuous-time periodic signal x(t)=1+2cos(3t)+4sin(32t), determine the fundamental frequency 0 and the Fourier series coefficients ak such that x(t)=k=akejk0t 8. (20 Points) Suppose we are given the following information about a signal x[n] : a. x[n] is a real and even signal. b. x[n] has a period N=8 and Fourier coefficients ak. c. a9=4. d. 81n=07x[n]2=32 Find numerical values for the constants A,B and C, where x[n]=cos(Bn+C).

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