Fundamentals to Electromagnets 1. Given that Determine: (a) P+Q-IR (b) P. Q x R (c) (P...
Question 4 Determine p (x0), p (x0) and p (xo) for the given point xo if y p (x) is a solution of the given initial value problem. yx2y(six)y 0, y(0) = a0, y (0) = a Enter your answers using a , aj. Equation Editor Common Matrix II cos(a) sin(a) tan(a) a d csc(a) sec(a) cot(a) dx Jal Va va -1 sin (a) "(a) cos tan 미송 Question 4 Determine p (x0), p (x0) and p (xo) for the...
Answer Both Questions, please. Thank you Find C(n, x)p*q"* for the given values of n, x, and p. (Round your answer to four decimal places.) n=8, x=4,p= 4 Need Help? Read It + -/1 points TanFin 12 8.4.012. Use the formula C(n, x)p*qX to determine the probability of the given event. (Round your answer to four decimal places.) The probability of exactly five successes in ten trials of a binomial experiment in which p = 2 Need Help? Read It
Part D,E,F,G 10. Let p(x) +1. Let E be the splitting field for p(x) over Q. a. Find the resolvent cubic R(z). b. Prove that R(x) is irreducible over Q. c. Prove that (E:Q) 12 or 24. d. Prove: Gal(E/Q) A4 or S4 e. If p(x) (2+ az+ b)(a2 + cr + d), verify the calculations on page 100 which show that a2 is a root of the cubic polynomial r(x)3-4. 1. f. Prove: r(x) -4z 1 is irreducible in...
Directions: In 1-6, determine the polar form of the given rectangular equation. [1] 36x² + 36y² = 3600 A. = 360° B. r= 100 C. r=-10 D. r = 36 E. none of these [2] 16x - 5y = 20 A r = 16 -5cos + 20 sine B. r = -5 20cos + 16 sin c. r = 20 16 cos 0 - 5sine D. = tan 16 5 272.646° E. none of these [3] y = x A....
Could someone please help me figure out how to solve these problems for Fundamentals of Electromagnetics? I've seen posts for this questions that simply post the converted base vectors and answers, but I'm confused how to convert them in the first place. For example, in part b, I see answers that immediately convert ay into but I can't figure out how that was determined in the first place. Can someone please help me with those steps in particular? Thank you...
1. Given: p: x > 4; q: x <= -2. Translate the following into Boolean Expressions and simplify if possible. a. q b. ^p c. p^q d. *p v *q e, p>q For the compound expressions: c, d, and e, identify the ones that portray an impossible situation (i.e., simplify to Ø) and explain why.
Determine the current flowing through an element if the cllalfyc fla)w is given by (a) q(t)- (3t 8) mC (b) q(t) (8 + 41 -2) C (c) q(t) = (3e-1-5e-21) nC (d) q(t) 10 sin 120πί pC (e) q)20e 4 cos 50tuC
Determine these are WFF(well formed formula) or not (rAG(p → (q=r)))) c. (rAG(p → (q=r)))) c.
Directions: In 1-6, determine the polar form of the given rectangular equation. (1) 36x² + 36y2 = 3600 A. 6 = 360° B. r=100 c. r=-10 D. r = 36 E. none of these [2] 16x - 5y = 20 A = 16 -5 cose + 20sine B. = 20cos 8 + 16 sine C. 20 16 cos8 - 5sin 8 D. 8 = tan * 72.646 E. none of these [3] y = x A. 0-45° B. 0-45° c....
Linear algebra [ a b c] 3. Let A= | p q r . Given that det(A) = -2, | 1 y 2 23a - p2p (a) evaluate the determinant y 3b – 9 29 z 3c -r 2r (b) evaluate det(2A²A+ A-?).