i need help with these 3 math questions ASAP

In Alberta, 55% of new drivers take a driver training course before completing their driver's Of the drivers that took training, 75% pass their driver's test. Of the drivers that did not take training, 58% pass their driver's test. a. Complete the following tree diagram to represent the given information. Express the probability of each event to 4 decimal places if necessary. (5 marks - 0.5 marks each) P(trainingnpass) = vii P(pass) = ili P(trainingnfail) = viii P(training) = 1 P(fail) = iv P(no training) = ii P(pass) = v P(no trainingnpass) = ix P(fail) = vi P(no trainingnfail) = x 1i . ili . IV . V . VI V11. Vill. ix . X. b. Jim passed his driver's test. Use the values in your probability tree above to determine probability that he took driver training, to the nearest whole percent? (1 mark)0. Two spinners are shown. Spinner I Spinner II A B 6 E 5 3 a. Complete the table to list all the possible outcomes. (1 mark) II 2 3 4 5 6 A B I C D E b. Use the outcome table to determine the probability, as a fraction in lowest terms, of the spinning the following: (5 marks - 1 mark each) i . 4 ii. 4 and a C iii. 4 or a C iv. D and a number v. 2 and not a B greater than 3Question a. The letters T, C and A are placed in a bag. If a student Answer randomly draws the three letters out, what is the i. 3 3 probability that they are drawn in order to spell CAT? 10 C 3 . A student can create a 3 digit computer password from the numbers 0 to 9. If the digits cannot be repeated, ii. 3C3 . 7 CA what is the probability of someone guessing the correct 10 C7 password? C. The padlock on a gym locker consists of any 3 numbers iii. 1 from 1 to 60. If the numbers can repeat, what is the probability a student can guess the code on their first 10 P 3 try? d. Daniel, Amy, and Brad are 3 of the 10 finalists in a singing competition. What is the probability that Daniel, iv. Amy, and Brad will place first, second, and third, in any 10 3 order? . Three students are being selected from a class of 10 to be on a special committee. If Tracy, Sydney, and Sam are in the class, what is the probability that they are 3 P, selected? f. The letters of the word ALGORITHMS are placed in a bag, and a student draws 3 letters. What is the vi. 603 probability that the letters selected are 1 vowel and 2 consonants? g. A student is planning a backpacking trip to Europe, where she will visit 7 countries. If there are 10 countries vii. 19. , Co to choose, what is the probability that three of the 10 C7 countries will be France, Germany, and Italy? h. The coach of a 10 player handball team has to pick 7 players to be in the starting lineup. If Devyn is on the viii. 343 team, what is the probability that he will be on the 10 P, starting lineup? a b. C. d. e. f. g. h . ADLC MathematicsCO Step 4 m CO Step 3 CO CO CO CO Step 5 Step 2 Assess what changed in each step to complete the pattern for Step 5. (2 marks) The following are the first steps in a pattern of A's and B's. CO Step 1 CO