Give a formula for P(F|Gc) in terms of P(F), P(G), and P(F G) only.
Please explain each rule used in detail to arrive at the find answer.
Give a formula for P(F|Gc) in terms of P(F), P(G), and P(F G) only. Please explain...
Find a formula for terms of f (x) = sin x or g(x) = COS X Enter your answer in terms of sin (x) or uments of functions in parentheses. For example, sin
Please explain in full detail.
7.(10) Give the alkyl halide which would give only the alkene shown by way of an E2 elimination (one alkyl halide for each alkene):
Let f(x)=x2+4 and g(x)=3x−6. Find a formula for f(g(x)) in terms of x.
Please answer E, F, & G.
d 1. Explain the following terms as concisely as with Also, for each term, discuss real-world applications with respect che, if you found any u mpleng nce, purpose, motivation, a b. Hedging c. Arbitrage d Risk Finance LIBOR and SOFR Sered Overnight Facing Rate) REER (Realflective Exchange Rate)
If f(x) = 1 - rand g(x) = V find a formula for (gof)(x). Give the domain of (808)(x). Which of the following functions are even, odd, neither? Explain your answer (1) f(x) = 3 + 1x1 – (2) 8(x) = 2r-+1 7. Match the graph of each function labelled (a)-() with the graph of its derivative (1)-(6). (6) d) (e) 13 95 0 0 (3) uu O 0 2 1 0 -1 -2 4
Please explain how a) is
solved, write what formula is used and explain in detail so I can
solve any problem of this type.
2) Find the power and energy of the following signals (20 Points). a) x(t) = sin(t) b) y[n] = (-0.3)”u[n – 2] Solutions: Part (a): The signal r(t) is periodic because 1-cos(2t) (t) = sin(t) = ? Therefore, E = 0. To find the power, we can use the fact that the signal is sinusoid: P:...
give the ground-state Russell-Saunders terms for the following
electronic configurations
(a) Give the ground-state Russell-Saunders terms for the following electronic configurations: i. (3d) ii. (41) (Hint: S, P, D, F, G, H, I... for L=0, 1, 2, 3, 4, 5, 6 ...) (4 marks each, total 8 marks) (b) Determine ALL the atomic term symbols for the electronic configuration p3. Calculate the number of microstates and deduce the ground state term using Hund's rule. (10 marks)
b. State the Leibnitz formula for determinants and describe how to get for an n × n-matrix nt-many terms. Explain how for a triangular matrix only one term can be non-zero. 10. State and prove Cramer's rule.
b. State the Leibnitz formula for determinants and describe how to get for an n × n-matrix nt-many terms. Explain how for a triangular matrix only one term can be non-zero. 10. State and prove Cramer's rule.
g(x),write the rule and give the domain and range b) f/g c) f-g [5 points each an for: a) (f o g)(z)
could you please explain all steps in DETAIL and write the formula
used. Please and thank you!
(11.6, 11.7) Liquid ammonia (boiling point =-33.4°C) can be used as a refrigerant and heat transfer fluid. How much energy is needed to heat 25.0 g of NH3() from -65.0°C to -12.0°C? 9. 4.7 J/(g K) 2.2 J/(g K) 23.5 kJ/mol 17.0 g/mol Specific heat capacity, NH3() Specific heat capacity,NHs(g) Heat of vaporization Molar mass, M