This is a question about fast large integer multiplication. Please give the detailed correct answer, if you choose to write, please write clearly.
Thank you.
This is a question about fast large integer multiplication. Please give the detailed correct answ...
Please give me a detailed explanation about this question, thanks. 0/1pts Question 4 UE A E X P* Consider two identical countries save for H imposed a production tax on X. In autarky, the producer price in H is represented by: A line tangent to the PPF through pt B Correct Answer A line tangent to the PPF through pt E A line tangent to UE through pt E You Answered P* 0/1pts Question 4 UE A E X P*...
Q: Help to understand clearly and solve this example from Modern Algebra II with the steps of the solution to better understand, thanks. **Please give the step by step with details to completely see how the solution came about, thanks. 1) Write the polynomial as a product of irreducible polynomials in . 2) Find the splitting field of x^(4)+3x^(2)+4= (x^(2)+x+2)(x^(2)-x+2) over Q. 2x3 We were unable to transcribe this image 2x3
Appreciate if you can answer this ONE QUESTION COMPLETELY and give me a detailed working with explanation for me to understand. Once completed so long as my doubts are cleared and the solutions are correct, I will definitely vote up. Some of the question are similiar to take a look carefully before you answer as it's very important for me. Thank you Question 1 A laboratory test is 95 % correct in detecting a certain disease when the disease is...
Can you please solve this question using clear detailed steps and indicating the part number next to each and every answer please? Thank you! PS: WILL GIVE A THUMBS UP FOR THE CLEAREST CORRECT ANSWER :) (1 point) (a) Using a trig identity, write x(t) 2 cos(8t) 4 sin(8t) using only one cosine function. x(t)- (b) Using a trig identity, write x(t)-2 cos(8t)+4 sin(8t) using only one cosine function. help (formulas) help (formulas) (c) Using a trig identity, write x(te(2...
Please help me out with this question, correct answer only, need it ASAP, will give good feedback !! Thank you ! 2. A system consisting of a free particle is described by (x,0) A for -a < a and zero for all other , where A and a are late the width of the probability density about its mean value in position and mo- mentum space. Do these widths indicate that the Heisenberg Indeterminacy Prin ciple is valid for this...
please solve fast with correct answers. Thank you. QUESTION 15 Find the value of c+d if the angle between the vectors uz OA.2 O B.-1 OC.3 D. E.
Please help me with this divide and conquer question. Please show your work. NOTES: The multiplication we covered in class are grade-school and Karatsuba multiplication algorithm. 3. Give the best algorithm you can to convert an n digit number base 10 into binary. Here, we are counting operations on single digits as single steps, not arithmetic operations. You can use any of the multiplication algorithms we described in class.) 3. Give the best algorithm you can to convert an n...
Could someone please solve this problem? Please write clearly. Thank you. I will give a good review. Suppose X, Y are independent with X N(0,1) and Y ~N(0, 1). Show that the distribu- tion of Q-Ë ) T. Hint: Let Q and V-Y. Find the joint pdf of Q and V and finally find the marginal pdf of Q by integrating the joint pdf of Q and V w.r.t. V: f(a v)dv2J (,v)dv. follows the Cauchy distribution, î.е., J (g
please give the correct answer with explanations, thank you For the answers below use Maple syntax to enter exact answers. Use for all multiplications. For example, 35 should be entered as 3-sqrt(5) • should be entered as Pi .22 should be entered as exp (2*x) .61 (ie six factorial) should be entered as 6! Consider the f: RR given by f(x) = cos(5x) The Taylor series of f(x) about x = T has the form aq +91(x - 5) +...
Please give the complete steps, thank you For number 3, the question is if x_1, x_2 are the zeros of the polynomial x^2-6x+1 solve it with the given clue, i need the clear steps to solve, thank you. 3. If X1, X, are the zeros of the polynomial x2 - 6x + 1, then for every nonnegative integer n, x + x is an integer and not divisible by 5. Clue 3. We have sı = x1 + x2 =...