5. Compute a linear least-squares-fit of the calibration data and plot the resulting line on the same graph as the calibration data. Comment on the linearity of the pressure transducer and scannivalve. Part 3: Calibration of the Tunnel 1. Connect the micromanometer (calibrated in Part 2) across the wind-tunnel contraction in order to measure the static pressure drop.
2a. What is the shortest loan (36 months, 48 months, 60 months or 72 months) that has a monthly payment within your $500 budget that will allow you to buy the $30,000 car? Answer: Through Bank of America, I found a rate of 2.99% for the 36, 48 and 60 month loans. We are able to put down 20% and will need to finance $24,000. The shortest loan period for the $30,000 car that would be under our $500 limit is the 60 month loan at a rate of $431.13 per month.
There is a very low probability (5% at most) that the annual income for the data from AJ DAVIS is less than $50,000. The way that we concluded this was to test the probability that the annual income of our customers is $50,000 versus the probability that the average annual income was less than $50,000. What we found was that there is a 95% chance that the average annual income of our customers is between $69,997.9 and $70,001.8. This was also backed with a p-value (which determines the strength of the evidence) that showed weak evidence against the average income equaling $50,000. Since we cannot deny that the annual income average is $50,000, we have no choice but to keep it as a consideration moving forward.
It is also given that at t=zero (time=zero) the current is equal to 5 Amps, meaning there is a negative phase shift (or phase shift to the left). A=5 B is calculated by the equation B=2π/( 1/60) , where p (period length)= 1/60 or the length of one full cycle found from the frequency which is 60cycles per second. So p is
a.|A skydiver jumps out of an airplane and falls to the ground with increasing speed.| b.|A truck travels a twisty highway ranging from 40 km/h to 70 km/h.| c.|A horse trots around a circular track at a constant speed.| d.|A car travels down a straight highway at a steady 95 km/h.| ____ 9. How do you determine acceleration from an acceleration–time graph? a.|Read information from the graph.| b.|Find the area.| c.|Take the slope.| d.|none of the above|
5) Information about Clearwater Company's direct materials cost follows: Standard price per materials ounce $ 100 Actual quantity used 8,700 grams Standard quantity allowed for production 9,100 grams Price variance $ 76,125 F ________________________________________ Required: What was the actual purchase price per gram? (Round your answer to 2 decimal places. Omit the "$" sign in your response.) Actual purchase price $ 91.25 Total grade: 0.0×1/1 = 0% Feedback: Actual Costs = AP × 8,700 Actual Inputs at Standard Price = $100 × 8,700 =$870,000 Price Variance = $76,125 F 8,700 × AP = $870,000 – $76,125 AP = $91.25 ________________________________________ Question 3: Score
iv. Data Tables. Changing mass of washer vs. acceleration Mass (g) | Acc #1 (m/s^2) | Acc #2(m/s^2) | Acc #3(m/s^2) | Average EXPERIMENTAL Acceleration | 60 | .77 | .70` | .76 | .743 | 80 | 1.28 | 1.26 | 1.25 | 1.263 | 100 | 1.71 | 1.74 | 1.76 | 1.736 | Changing mass of cart vs. acceleration Mass of Cart (g) | Acc #1(m/s^2) | Acc #2(m/s^2) | Acc #3(m/s^2) | Average EXPERIMENTAL Acceleration | 0.500 kg | 2.24 | 2.23 | 2.25 | 2.24 | 1.000 kg | .83 | .84 | .85 | .84 | 1.500 kg | .27 | .27 | .23 | .2566 | Changing mass of washer’s acceleration vs. Calculate acceleration Mass(g) | Experimental acceleration | Calculated Acceleration | Percent Error | 60 | .743 | 1.02 | 27.15 | 80 | 1.263 | 1.53 | 17.45 | 100 | 1.736 | 1.99 | 12.75 | Changing mass of cart’s acceleration vs. Calculate acceleration Mass(kg) | Experimental acceleration | Calculated Acceleration | Percent Error | .5 | 2.24 | 2.58 | 13.17 | 1 | 0.84 | 1.14 | 26.315
must have constant velocity. must have zero momentum. 10. The inertial mass of a body may be defined as A. B. C. D. the ratio of the resultant force acting on the body to its acceleration.
While driving down and old dump road, Curly, as we will call him, spotted some deer just off the road. Slowing down he realized that the few deer that he had seen were all exceptionally fine bucks. Driving off he ponders whether he should go back and take these exceptional deer. Screech!!!! He flipped a 180 and headed back.
Running and sharp senses are their main defense (Zwaschka 11). One deer will signal another with sounds and actions when they sense danger. Deer try to avoid predators by being quiet while searching for food or water. White-tailed deer use speed to escape approaching predators, such as coyotes, lynx, and wolves (Zwaschka 18). They can also run up to speeds of 40 miles per hour.