histograms with equal class intervals


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Histogram
A histogram is a diagram which represents the class interval and the frequency in the form of a rectangle. There will be as many adjoining rectangles as there are class intervals. The class limits are marked on the horizontal axis. ..
Histogram
A two dimensional frequency density diagram is called a histogram. A histogram is a diagram which represents the class interval and frequency in the form of a rectangl..
The histogram shows the number of students and their age groups in a s..
The histogram shows the number of students and their age groups in a school. Which interval has the lowest frequency? => 7 to 9 or 13 to 15 or 4 to 6 or 10 to 12..
Average Value of a Function in an Interval
We can take the value of f at a (i.e., f(a)) as first estimate for average value of the function. Divide [a, b] into two equal parts such that then the second estimate of the average value of the function can be taken as second estimate of the average value of the function can be taken as..
A histogram shows ________.
A histogram shows ________. => How the whole data is broken into parts or Trends over a period of time or Many measurements in each class of measurement or Several measurements for different items..
The following data is about the ovens sold at an appliance store each ..
The following data is about the ovens sold at an appliance store each day. Which of the following shows the intervals of equal size to group the data? 7 9 12 4 15 10 9 11 14 12 16 18 17 19 21 20 23 22 24 25 => 5-10, 10-15, 15-20, 20-25 or 7-25 or 7-20, 20-25 or 7-15, 20-25..
Continuity in an Interval
A function f(x) is said to be continuous in an interval I, if it is continuous at each point of I. then x can approach c both from the left and the right and so for f (x) to be continuous at c, we must have If the interval I is the closed interval [a,b], then x cannot ..
Using the histogram, construct a frequency polygon.
Using the histogram, construct a frequency polygon. => Graph 1 or neither Graoh 1 nor Graph 2 or Graph 2 or both Graph 1 and Graph 2..
Dividing [2, 4] into 4 equal intervals, find the value of ∫24 ln x..
Dividing [2, 4] into 4 equal intervals, find the value of ∫ 2 4 ln x dx . => 2.1536 or 0.693 or 3.6192 or 3.0544..
Divide [0, 6] into 6 equal intervals using Simpson's Rule, find the ap..
Divide [0, 6] into 6 equal intervals using Simpson's Rule, find the approximate value of ∫ 0 6 1 1 + x dx . => 1.7918 or 5.8761 or 1.3474 or - 0.8571 or 1.9587..
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