core: 16/100 5/25 answered Question 17 < Find the limit 72 – 7y - 7 lim...
потеwork Score: 0/69 0/16 answered Question 1 For a standard normal distribution, find: P(Z <-0.63) Question Help: D Video D Video Message instructor Calculator Submit Question • Question 2 For a standard normal distribution, find: Plz > -2.97) Question Help: D Video D Video Message instructor 34,707
find limit 10) lim 3x² + x 2?i Ravien IC and ld <font ne
22 points possible 7/22 answered Question 14 < > ✓-4-2 +4 if << -5 Let f(2)= if x = -5 3x + 20 if 2> - 5 Calculate the following limits. Enter "DNE" if the limit does not exist. lim f(a) I-5 lim 2-5 lim f(x) = > Next Question 21 MacBook Air
nework Unit 7 Practice Problems for Descriptive Statistic Score: 21.6/26 22/26 answered Question 25 < > A sample was done, collecting the data below. Calculate the standard deviation, to one decimal place. X 18 30 20 23 Question Help: M Message instructor O Post to forum Submit Question e to search
5. Evaluate the limit: lim expn n! n>00
please answer this question?? 7:29 *4 72% < Question 27 of 28 Submit For the galvanic (voltaic) cell Fe(s) + Mn2+(aq) Fe2+(aq) + Mn(s) (E° = 0.77 V at 25°C), what is [Fe2+) if [Mn2+] = 0.050 M and E = 0.78 V? A) 0.023 M B) 0.034 M C) 0.11 M. D) 0.68 M E) 9.2 M
4. Show that lim -oxsin(1/2) = 0 by by appealing directly to the definition of limit. Recall that -1 < sin < 1. 5. Define a function that is nowhere continuous and another function that is continuous only at one point in its domain.
HW 4.1, 4.2 Score: 15.25/18 17/18 answered Question 18 < > Result 7,7,7 7,7,5 7,$,$ $,$,$ Payout ($) Probability 50 0.002 10 0.04 5 0.05 2 0.08 A $1.00 slot machine pays out according to the table above, with the corresponding probabilities. The machine only pays out if you get a result that includes "7" or "$". a. The expected payout per spin (to two decimals) is $ b. If you play this machine 50 times, your expected net loss...
Done Homework 5.2 Score: 4.5/7 4/7 answered 6 VOO Question 5 < 0.5/1 pt 52 98 Details Solve y” – 2y' + 2y = 0, y(0) = -1, y'(0) = 3 g(t) = The behavior of the solutions are: Oscillating with increasing amplitude Steady oscillation Oscillating with decreasing amplitude
Practice 59: Trigonometric Functions of Score: 10.5/17 12/17 answered Question 9 < > Find an angle A with 0° < < 360° that has the same: Sine function value as 190 0 = degrees Cosine function value as 190° 0 = degrees