I understand that I  1. must keep my hands, face, workspace, and calculator on camera at all times during this exam except when entering an answer to the keyboard and will receive a grade of 0 on this exam if I am non-compliant (as shown below): Compliant this way… or this way… 2. must use the online calculator, ti84calc.com for those problems that specify, and that if I don’t, I will not get credit for that problem, even if my answer is correct. I understand that I  1. must keep my hands, face, workspace, and calculator on camera at all times during this exam except when entering an answer to the keyboard and will receive a grade of 0 on this exam if I am non-compliant (as shown below): Compliant this way… or this way… 2. Must have the sound enabled so that my video is audible upon review 3. Will be required to take a comparable make up exam if 1 and 2 above are not compliant 4. must use the online calculator, ti84calc.com for those problems that specify, and that if I don’t, I will not get credit for that problem, even if my answer is correct. 5. may not wear a watch of any kind 6. may not wear sunglasses 7. may not wear a hat 8. may not leave the camera view at any time (no bathroom break) 9. may not be wearing headphones or earbuds 10. may not have anyone else in the room while the exam is being taken (we can tell even if the person is off-camera) 11. may not take photos or screenshots of any question from this exam at any time, even when the exam closes and I am reviewing my answers. 12. may not post any of these exam questions to any website or discord at any time, even when the exam closes and I am reviewing my answers. 13. may not text any of these exam questions to anyone, even when the exam closes and I am reviewing my answers 14. will receive, at a minimum, a 0 on this exam for violation of items doing any of the above plus a full letter grade demotion in the course, and will be reported to the dean’s office for a violation of ASU’s Academic Integrity Policy.   Click “Yes, I understand” to confirm that you have read and understand the above.  

An industrial engineer working at UPS studied packages delivered on one specific courier route.  She collects data on 300 packages, shown in the table below, and records when (early, on time, late) and where (business, home) each package was delivered.    Let A denote the event that a package is delivered late.  Let B denote the event that a package is delivered early.  Let C denote the event that a package is delivered to a business.  Use the data recorded to calculate the probabilities below. Round to the nearest hundredth.    Early On Time Late Business 81 112 29 Home 14 33 31   d.) What is the value of ?

An industrial engineer working at UPS studied packages delivered on one specific courier route.  She collects data on 300 packages, shown in the table below, and records when (early, on time, late) and where (business, home) each package was delivered.    Let A denote the event that a package is delivered late.  Let B denote the event that a package is delivered early.  Let C denote the event that a package is delivered to a business.  Use the data recorded to calculate the probabilities below. Round to the nearest hundredth.    Early On Time Late Business 81 112 29 Home 14 33 31   e.) What is the value of

Which of the following is NOT an example of statistical inference?

For the three Venn diagrams shown (Venn 1, Venn 2, Venn 3), match them with the operations that represent the shaded area of the diagram. 

An industrial engineer working at UPS studied packages delivered on one specific courier route.  She collects data on 300 packages, shown in the table below, and records when (early, on time, late) and where (business, home) each package was delivered.    Let A denote the event that a package is delivered late.  Let B denote the event that a package is delivered early.  Let C denote the event that a package is delivered to a business.  Use the data recorded to calculate the probabilities below. Round to the nearest hundredth.    Early On Time Late Business 81 112 29 Home 14 33 31   c.) What is the value of

A quality engineer inspects completed parts as they are exiting the assembly line. The probability of a part containing 0, 1, 2, or 3 defects is shown below.  Based on these probabilities, what is the value of F(1.5)? P(X=0) = 0.40;  P(X=1) = 0.35;  P(X=2) = 0.15;  P(X=3) = 0.10

An engineering consulting firm has 15 systems engineers, 12 traffic engineers, and 5 computer engineers. A project team is being formed for a new project, and must include 2 systems engineers, 1 traffic engineer, and 1 computer engineer. How many different teams can be formed for this project?

How many different three letter fraternity and sorority names can be formed from the 24 letters of the Greek alphabet if no letter is used more than once? The order of the letters matters.

Even if you leave for class at the same time each day, the time you arrive at class will still have variability associated with it.