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PLEASE EXPLAIN ME LESS THAN AND MORE THAN OGIVE WITH THE HELP OF EXAMPLE..
Answers
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QUESTION.
WHAT IS LESS THAN AND MORE THAN OGIVE ??
SOLUTION.
AN OGIVE IS A CONTINUOUS CUMULATIVE FREQUENCY CURVE.
PROCEDURE TO DRAW AN OGIVE.
1. construct continuous cumulative frequency table.
2. mark actual upper class limit along x axis
3. mark cumulative frequency against the respective upper class limit along y axis .
4. plot the points representing upper class limits and the respective cumulative frequency.
5. plot the point representing lower limit of the first class on x axis .
6. join these points of step 4 and 5 by a free hand smooth curve .
The curve so obtained is the required Ogive.
Now,
An ogive is started from a point on x-axis representing the lower limit of the first class and is terminated at the upper limit of the last bus .
The ogive obtained by the above process is an ascending order rising curve and it is called less than ogive .
However, if we accumulate The frequencies from the opposite end of the frequency table we shall obtain a more than cumulative frequency table, instead of less than table , we get a more than ogive .
Answer:
HOLA MATE
HERE IS UR ANSWER
HOPE THIS HELPS
QUESTION.
WHAT IS LESS THAN AND MORE THAN OGIVE ??
SOLUTION.
AN OGIVE IS A CONTINUOUS CUMULATIVE FREQUENCY CURVE.
PROCEDURE TO DRAW AN OGIVE.
1. construct continuous cumulative frequency table.
2. mark actual upper class limit along x axis
3. mark cumulative frequency against the respective upper class limit along y axis .
4. plot the points representing upper class limits and the respective cumulative frequency.
5. plot the point representing lower limit of the first class on x axis .
6. join these points of step 4 and 5 by a free hand smooth curve .
The curve so obtained is the required Ogive.
Now,
An ogive is started from a point on x-axis representing the lower limit of the first class and is terminated at the upper limit of the last bus .
The ogive obtained by the above process is an ascending order rising curve and it is called less than ogive .
However, if we accumulate The frequencies from the opposite end of the frequency table we shall obtain a more than cumulative frequency table, instead of less than table , we get a more than ogive .
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