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12. solve the IVP
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- 26. Mrs. Henry drove through a total of 48 intersections on her way home from work last week. At 4 of every 16 intersections, Mrs. Henry had to stop for a red light before she could drive through. At home many intersections did Mrs. Henry have to stop for a red light? А. 4 В. 32 C. 24 D. 12 B.19. What 3-digit number am I if the digit in my tens place is five more than the digit in my ones place and the digit in my tens place is twice the digit in my hundreds place?An orthogonal basis for the column space of matrix A is {v,, vɔ, V3. Use this orthogonal basis to find a QR factorization of matrix A. Q=R=D (Type exact answers, using radicals as needed.)
- 5) C for B. Solve D-ACan you help me out with this two part question. It would be greatly appreciated. I have been having trouble ThankYou!10. Doug's job pays $8.80 per hour and Joanne's salary is Doug's salary per 3 4 hour. They need to raise at least $1,500 to repair their car. How many hours must each of them work if they agree to each work the same number of hours? (C) 99 (A) 97 (D) 100 (B) 98 (E) 101
- 24. Please solve this using permutation or combination if it’s a WITHOUT replacement problem. If not use something else please show work and all steps. Please make sure to put the equations in and sub them in and etc thank u6. How many 6-digit security codes are possible if the digits cannot repeat? ✓ FULL SOLUTIONS. Show all your work. 7. Solve: (x - 1)! (x − 3)! = 30 ✓ ✓ ✓ ✓You are coaching a high school basketball team and you realize the importance of free throw shooting, the skill to make foul shots. The question is: how much practice time should be spent in shooting free throws. Thus, you divide your team of 21 players into three groups and practice according to the following schedule that produces thee results after one month. The results are the number of free throws made in 50 attempts. 10 minutes per practice session 15 minutes 20 minutes 25 26 34 30 32 33 31 30 32 33 32…
- There are 8 nickels, 5 dimes, 7 quarters, and 6 loonies in a piggy bank. You are thinking of reaching in and taking some coins out. How many different combinations of coins can you take from it if you must take at least 1 coin? solve it fast and correctly. I will rate accordingly with multiple votes. This is my last attempt. Please do it correctly.65. (This problem assumes knowledge of the basic rulesof basketball.) One controversial topic in basketball(college or any other level) is whether to foul a playerdeliberately with only a few seconds left in the game.Consider the following scenario. With about 10 seconds left in the game, team A is ahead of team B bythree points, and team B is just about to inbound theball. Assume team A has committed enough fouls sothat future fouls result in team B going to thefree-throw line. If team A purposely commits a foulas soon as possible, team B will shoot two foul shots(a point apiece). The thinking is that this is better thanletting team B shoot a three-point shot, which wouldbe their best way to tie the game and send it into overtime. However, there is a downside to fouling. Team Bcould make the first free throw, purposely miss thesecond, get the rebound, and score a two-point shotto tie the game, or it even score a three-point shot towin the game. Examine this decision, using…There are 8 nickels, 5 dimes, 7 quarters, and 6 loonies in a piggy bank. You are thinking of reaching in and taking some coins out. How many different combinations of coins can you take from it if you must take at least 1 coin?solve it correctly please. I will rate accordingly with multiple votes. This is my last attempt...please do it correctly.
