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E) none of the above 3. If x and a have the units of distance using...
answer and explain E) 1/3 percent decrease in the quantity demanded for Good X. ........ Supply...
answer and explain
E) 1/3 percent decrease in the quantity demanded for Good X. ........ Supply ..... 8. For the diagram to the right, calculate the value of price elasticity of supply over the price range from $15 to $25. A) 0.8 B) 0.2 C) 0.0533 D) 1.25 E) 5 F) 0.2667 G) 1.333 H) 0.75 I) none of the above 8 quantity 24 9. If at the current price, demand is elastic, then decreasing the price will A) Increase...
Link Is e d. None of the above. QUESTION 2 The distance from the Earth to...
Link Is e d. None of the above. QUESTION 2 The distance from the Earth to the sun is 1.496x1011 m.Suppose a solar flare occurs on the sun's surface. How long will l take the electromagnotic radation from O a. 8.3 minutes O b. 4.2 minutes the flare reach the Earth? c. 166 minutes O d 4.98 minutes e, 123 minutes QUESTION 3 A virtual image is formed 26.9 cm from a concave mirror having a radius of curvature of...
Please use the following information to answer the next two questions. Assume that you have an...
Please use the following information to answer the next two questions. Assume that you have an equation of the form A kT". If you take the log (base 10) of both sides of this equation and obtain the following straight line log equation, log-0.5 log T + 2, then: What is the value of the exponent n? a) 0.5 e) None of the above. 11. b) 2 c) 0.25 d) -0.30 What is the value of the constant k? a)...
(8) Any depressed quartic can be solved via Ferrari's algorithm. For simplicity, we consider a sp...
(8) Any depressed quartic can be solved via Ferrari's algorithm. For simplicity, we consider a special case which is easier to deal with by assuming p= 0, Thus we seek to solve f(x) +r r o. The algorithm proceeds as follows (a) Rewrite the equation as b) Add 2r2m m2 to both sides. Here m is a constant we have not yet determined. Show this yields 2 + m)2mm2 (c) Now choose m so that the right hand side is...
None of the above . vi. Which of the following is not a basic multiprocessor architecture: . Shared memory multiprocessor Message based multiprocessor Hybrid architecture using both shared memory...
None of the above . vi. Which of the following is not a basic multiprocessor architecture: . Shared memory multiprocessor Message based multiprocessor Hybrid architecture using both shared memory and message based None of the above vii. According to Flynn's taxonomy, the classical Von Newman architecture is a .MISD system SIMD system SISD system MIMD system vii What is the primary reason for using parallel computing? Parallel computing is a natural way of programming Parallel computing is another programming paradigm...
Problem 1: We are interested in solving a modified form of diffusion equation given below using Fourier transforms au(x,t) The domain of the problem is-oo < x < oo and is 0 < t < oo . At...
Problem 1: We are interested in solving a modified form of diffusion equation given below using Fourier transforms au(x,t) The domain of the problem is-oo < x < oo and is 0 < t < oo . At time t = 0, the initial condition is given by u (x,0)-0 a) Take the Fourier transform on x and show that the above PDE can be transformed into the following ODE where G() is the Fourier transform of g(x) and U(w,...
Thee part question. Please answer all parts! Let E be a field of characteristic p > 0 (we proved p must always be prime). Verify that the ring homomorphism X : Z → E determined by sending χ : 1-1 E...
Thee part question. Please answer all parts!
Let E be a field of characteristic p > 0 (we proved p must always be prime). Verify that the ring homomorphism X : Z → E determined by sending χ : 1-1 E (the unity in E) ( so x(n)-n 1E wheren1E 1E 1E (n-times), x(-n)- nle for any n 1,2,3,... and X(0) 0E by definition of χ) is in fact a ring homomorphism with ker(X) = pZ. Úse the fundamental homomorphism...
Part 2: Normal distribution z-N(0,1):f(x) :v2ne- # The function dnorm returns the height of the n...
USING R AND RSTUDIO PLEASE PROVIDE EXPLANATION AS WELL, THANK
YOU(:
Part 2: Normal distribution z-N(0,1):f(x) :v2ne- # The function dnorm returns the height of the normal density # function at a given value of X, for a normal distribution with # a given mean and standard deviation (sd) dnorm(x- 1,mean -e, sd-1) C8. (1) For what special normal distribution does the above call return the value of the normal density function? C9. (1) Report the result of the dnorm...
3 pts It is handy to have an equation to quickly determine the number of atoms...
3 pts It is handy to have an equation to quickly determine the number of atoms left in a radioactive sample as a function of time. For this we can divide the initial amount by two for every half-life of time, the following equation does exactly that: N No (24/01/2) N, 2 1/2 where N is the initial number of atoms at t=0, t is time passed and is the half-life. Use the above equation to help you answer the...
Please answer both parts of the question. Thank you so much! Please use the following information...
Please answer both parts of
the question. Thank you so much!
Please use the following information to answer the next two questions. Assume that you have an equation of the form A. kT. If you take the log (base 10) of both sides of this equation and obtain the following straight line log equation, log λ = 0.5 log T + 2, then: → 1 1 . What is the value of the exponent n? a) 0.5 e) None of...
answer and explain
E) 1/3 percent decrease in the quantity demanded for Good X. ........ Supply ..... 8. For the diagram to the right, calculate the value of price elasticity of supply over the price range from $15 to $25. A) 0.8 B) 0.2 C) 0.0533 D) 1.25 E) 5 F) 0.2667 G) 1.333 H) 0.75 I) none of the above 8 quantity 24 9. If at the current price, demand is elastic, then decreasing the price will A) Increase...
Link Is e d. None of the above. QUESTION 2 The distance from the Earth to the sun is 1.496x1011 m.Suppose a solar flare occurs on the sun's surface. How long will l take the electromagnotic radation from O a. 8.3 minutes O b. 4.2 minutes the flare reach the Earth? c. 166 minutes O d 4.98 minutes e, 123 minutes QUESTION 3 A virtual image is formed 26.9 cm from a concave mirror having a radius of curvature of...
Please use the following information to answer the next two questions. Assume that you have an equation of the form A kT". If you take the log (base 10) of both sides of this equation and obtain the following straight line log equation, log-0.5 log T + 2, then: What is the value of the exponent n? a) 0.5 e) None of the above. 11. b) 2 c) 0.25 d) -0.30 What is the value of the constant k? a)...
(8) Any depressed quartic can be solved via Ferrari's algorithm. For simplicity, we consider a special case which is easier to deal with by assuming p= 0, Thus we seek to solve f(x) +r r o. The algorithm proceeds as follows (a) Rewrite the equation as b) Add 2r2m m2 to both sides. Here m is a constant we have not yet determined. Show this yields 2 + m)2mm2 (c) Now choose m so that the right hand side is...
None of the above . vi. Which of the following is not a basic multiprocessor architecture: . Shared memory multiprocessor Message based multiprocessor Hybrid architecture using both shared memory and message based None of the above vii. According to Flynn's taxonomy, the classical Von Newman architecture is a .MISD system SIMD system SISD system MIMD system vii What is the primary reason for using parallel computing? Parallel computing is a natural way of programming Parallel computing is another programming paradigm...
Problem 1: We are interested in solving a modified form of diffusion equation given below using Fourier transforms au(x,t) The domain of the problem is-oo < x < oo and is 0 < t < oo . At time t = 0, the initial condition is given by u (x,0)-0 a) Take the Fourier transform on x and show that the above PDE can be transformed into the following ODE where G() is the Fourier transform of g(x) and U(w,...
Thee part question. Please answer all parts!
Let E be a field of characteristic p > 0 (we proved p must always be prime). Verify that the ring homomorphism X : Z → E determined by sending χ : 1-1 E (the unity in E) ( so x(n)-n 1E wheren1E 1E 1E (n-times), x(-n)- nle for any n 1,2,3,... and X(0) 0E by definition of χ) is in fact a ring homomorphism with ker(X) = pZ. Úse the fundamental homomorphism...
USING R AND RSTUDIO PLEASE PROVIDE EXPLANATION AS WELL, THANK
YOU(:
Part 2: Normal distribution z-N(0,1):f(x) :v2ne- # The function dnorm returns the height of the normal density # function at a given value of X, for a normal distribution with # a given mean and standard deviation (sd) dnorm(x- 1,mean -e, sd-1) C8. (1) For what special normal distribution does the above call return the value of the normal density function? C9. (1) Report the result of the dnorm...
3 pts It is handy to have an equation to quickly determine the number of atoms left in a radioactive sample as a function of time. For this we can divide the initial amount by two for every half-life of time, the following equation does exactly that: N No (24/01/2) N, 2 1/2 where N is the initial number of atoms at t=0, t is time passed and is the half-life. Use the above equation to help you answer the...
Please answer both parts of
the question. Thank you so much!
Please use the following information to answer the next two questions. Assume that you have an equation of the form A. kT. If you take the log (base 10) of both sides of this equation and obtain the following straight line log equation, log λ = 0.5 log T + 2, then: → 1 1 . What is the value of the exponent n? a) 0.5 e) None of...
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