(1)999 people
(2)
Solution: (1) Let the frequencies represented by the four rectangles in Figure A be,
(1)999 people
(2)
Solution: (1) Let the frequencies represented by the four rectangles in Figure A be,
Judging from the title,,?
Then there's a solution,
Estimate the population by sample is 4997? 0.2 ? 999 people,
So it is estimated that the number of people who scored in the interval is around 999? ........................... scored 6 points.
(2) The scores of boys and girls selected in turn are recorded as X and Y respectively, so (X, Y) represents the result of one extraction.
Basic event *** 16:
(64,67)、(64,75)、(64,77)、(64,8 1)、(70,67)、(70,75)、
(70,77)、(70,8 1)、(75,67)、(75,75)、(75,77)、(75,8 1)、
(86,67)、(86,75)、(86,77)、(86,8 1)
Remember that "girls' scores are not lower than boys'" is event A, and the basic events contained in event A are:
(64,67)、(64,75)、(64,77)、(64,8 1)、(70,75)、
(70,77), (70,865,438+0), (75,75), (75,77), (75,865,438+0) * * 65,438+00,
So what? ................... 12 point