Answers
Answer 1
Answer:
mode
Step-by-step explanation:
the mode is 60-69
it has the most frequency
Answer 2
Answer:
(c) number of data points
(d) mode interval
Step-by-step explanation:
You want to know which descriptive statistics can be determined from the given histogram.
MedianThe median is the middle data value. Here, the numbers of data points in each interval are 6, 9, 8, 6, 4, for a total of 33 data points. The middle one is point 17, which is found in the interval 70–79. We cannot determine the median value any closer than that.
The median cannot be determined from the histogram.
ModeThe mode is the value that occurs most often. Since data is grouped, we have no idea what value may occur most often. We can say the interval with the most data points is 60–69, which means we can determine the mode interval, but not the mode.
The mode cannot be determined from the histogram.
Number of data pointsAs we have noted above, the number of data points is 33.
The number of data points can be determined from the histogram, choice C.
Mode intervalAs we have noted above, the interval with the most data points is 60–69. The mode interval can be determined from the histogram, choice D.
<95141404393>
Related Questions
Please help! -screenshot-
Answers
25% I think for second one!
25% pretty sure on second ine
A chemist wants to dilute a 30% phosphoric acid solution to a 15% solution. He needs 10 liters of the 15% solution. How many liters of the 30% solution and water must the chemist use?
Answers
The chemist needs to use 5 liters of the 30% solution and 5 liters of water.
Answer:
30% solution x liters
30%(water) 10-x liters
15% 10 liters
Step-by-step explanation:
Other Questions
Which of the following best describes a main effect?
Identify specific ways that business model innovation can embrace social and environmental value creation ( max 300 words) want new answer not exactly which is here
A 380V, 7.5kW electric water pump of power factor 0.8 lagging and efficiency of 85% will be wired by an armoured XLPE insulated copper cable. The circuit will be run on cable tray with three other similar circuits at an ambient temperature of 40C. MCCB will be used as the overcurrent protective device for the circuit. The estimated length of the circuit for the machine is 50m. i) Determine the minimum rating of MCCB for the circuit, available MCCB rating are 25A, 30A, 40A, 50A (4 marks) ii) Determine the minimum cable size of the circuit if the allowable voltage drop of the circuit is 1.5% of the nominal supply voltage
Which of the following is wrong, after each iteration of quick sorting? O a. None of the other answers O b. Elements in one specific (e.g. right) portion are larger than the selected pivot. OC. Elements in one specific (e.g. left) portion are smaller than the selected pivot. O d. The selected pivot is already in the right position in the final sorting order.
An entrepreneur has a project that requires an investment outlay of I = 55 and generates profitsX that can take values {XL, XH}, with XL = 30 and XH = 120. The entrepreneur can exert higheffort eH or low effort eL. Let p(e) be the probability that profits are XH when the entrepreneurputs effort e.Assume that p(e^H) = 0.8 and p(e^L) = 0.2. The cost of high effort is c(e^H) = 27 andthe cost of low effort is c(e^L) = 0. Assume throughout that the entrepreneur is risk neutral. Suppose that the entrepreneur has no resources of her own (i.e., A = 0 where A is a percentage of her ownership) and considers financing the project via outside parties.(iv) Suppose now that the entrepreneur finances the project by offering to repay the investorXL = 30 if profits are XL and to repay Z (XL, XH) if profits are XH. Hence, in this casethe entrepreneur earns 0 if profits are XL and earns XH Z if profits are XH. Show that, forany Z < 75, the entrepreneur finds it optimal to put high effort.Hint: In this case, the entrepreneurs expected utility if she puts effort level e is p(e)(XH Z) + (1 p(e))(XL XL) c(e) = p(e)(XH Z) c(e).
Write a program to enter the value of two variables. Find the minimum value for two variables.
Based on the findings reported in Fassina and colleagues (2008), by increasing distributive justice you will be promoting which of the following OCB O Compliance O Courtesy O Civic virtue O Altruism
A uniform wooden meter stick has a mass of m = 837 g. A clamp can be attached to the measuring stick at any point P along the stick so that the stick can rotate freely about point P, which is at a distance d from the zero-end of the stick as shown.a. Enter a general expression for the moment of inertia of a meter stick /e of mass m in kilograms pivoted about point P, at any distance din meters from the zero-cm mark.b. The meter stick is now replaced with a uniform yard stick with the same mass of m = 837 g. Calculate the moment of inertia in kg m2 of the yard stick if the pivot point P is 50 cm from the end of the yardstick.
Find a basis for the space spanned by the given vectors. 1 0 0 1 -2 0 0 2 5 -2 3 -2 15 -8 12 -6 14 -6 9 -5 A basis for the space spanned by the given vectors is (Use a comma to separate answers as needed.)
In a perfectly isolated CSTR, the following liquid phase reactions are carried out:A + B = D r1= k1CA A1= 1000min^-1 E1/R=2000K^-1A + B = U r2= k2CB A2= 2000min^-1 E2/R=3000K^-1Specie A enters the reactor at 100C and species B at 50C. The feed is equimolar, with an A flow of 60 mol/min. The operating temperature of the reactor is 400 K. Based on this information,A) determine the XA1, XA2 conversions and the global conversion of A.B) calculate the molar flows of U and D at the exit of the reactor.C) determine the volume of the CSTR.D) propose measures to increase the selectivity of D in the system.Additional data:CA0= 0.01 mol/LCpA= 20 cal/mol KCpB= 30 cal/mol KCpD= 50 cal/mol KCpU= 40 cal/mol KDeltaHrxn1= -3000 cal/mol at 300 KDeltaHrxn2= -5000 cal/mol at 300 K
Part 1 Write a class named TestScores. The class constructor should accept an array of test scores as argument. The class should have a public method called averageScoreto return the average of the test scores. If any test score in the array is negative or greater than 100, the class should throw an IllegalArgumentException. Part 2 Demonstrate the TestScores class in a program by creating a TestScoresDemo class in the same package. The program should ask the user to input the number of test scores to be counted, and then ask the user to input each individual test score. It should then make an array of those scores. It should then create a TestScores object, and pass the above array to the constructor of TestScores. It should then call the averageScore() method of the TestScores object to get the average score. It should then print the average of the scores. If the main() method catches an IllegalArgumentException exception, it should print "Test scores must have a value less than 100 and greater than 0." and terminate the program. Sample Run 1 Enter-number-of-test scores:52 Enter-test score 1: 702 Enter test score 2: 652 Enter-test score 3: 94 Enter-test score 4: 550 Enter-test score 5: 90 74.8 Sample Run 2 Enter number of test scores:52 Enter test score.1: 70 Enter-test score 2: 65 Enter test score 3: 1234 Enter-test score 4:55 Enter-test score-5: 90 Test scores must have a value less than 100 and greater than 0.
When water is brought to geat depthe due to subduction at 5 rubduction sone, it is put under enough containg pressure that it causes the tocks arpund it to melt: Tnue Out of the eight most common silicate minerals, quartz has the most amount of silicon. True False
Project cost management is concerned with_______project resources cost needed to complete the activities of the project ?
2) Determine a possible equation for the following sinusoidal function.
19Select the correct answer.This table represents function f.02If(x)0-2If function g is a quadratic function that contains the points (-3, 5) and (0, 14), which statement is true over the inter-3-4.5-2-2-1-0.51-0.53-4.5OA. The average rate of change of fis less than the average rate of change of g.O B.The average rate of change of fis more than the average rate of change of g.'O C.The average rate of change of fis the same as the average rate of change of g.OD. The average rates of change of f and g cannot be determined from the given information.
What further testing would you consider?What diagnosis would you consider?What would his treatment plan consist of?What would
We are moving into the third year of the coronavirus pandemic and there has been a lot of discourse around returning "back to normal". At the same time, we have noticed over the last few weeks of being in school that many of us, students, staff, and faculty, are experiencing fatigue among other things. This may come from this push "back to normal" that expects much more from us than we might be prepared to give right now because of how the pandemic continues to reorient how we navigate labor and life. write about the expectations to come back to normal in 250 words. Consider the fact that wanting to be outside and enjoy "normalcy" of pre-pandemic life and still processing what all has happened over the last year is possible and valid. Navigating that tension should be considered in your response among these and other questions: How might we be ready or not ready for a return to normal? Who gets to determine what "normalcy" is? Are we adequately addressing our societal fatigue?
Based on the following information, find the Net Present Value of the net annual income stream, and the Lifetime Cost, for a site with two possible turbine choices. Which turbine provides the best lifetime cost? Site characteristics: H=10m, Q=3m/s, g=9.81m/s, p=1000kg/m Financial variables: r=4%, sale price of generated electricity=8p/kWh, project lifetime n=20 years Turbine choice 1: 300kW (maximum for the site conditions), efficiency n=90%, operates all year round, capital cost 0.35m for turbine and balance of plant, installation cost 0.1m. Annual operation and maintenance cost 1% of turbine and balance of plant capital cost. Turbine choice 2: 200kW (less than the maximum given the site conditions), efficiency n=94%, operates all year round, capital cost 0.18m for turbine and balance of plant, installation cost 0.03m. Annual operation and maintenance cost 1.5% of turbine and balance of plant capital cost.
The vapor pressure of benzene is 224 mmHg at 45 C and 648 mmHg at 75 C. (a) Find the enthalpy of vaporization of benzene, AHap (kJ/mol), assuming it is constant. You may also assume that ZV-Z~1.
You have 150.0 mL of a 0.823M solution of Ce(NO_3)_4. What mass (in grams) of Ce(NO_3)_4 would be required to make the solution? What is the concentration of the nitrate ions in the solution? If the original solution was diluted to 350.0 mL, what would be the new concentration of the Ce(NO_3)_4 in the solution?