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juansantos7b
01.11.2019 •
Mathematics
X+ ky = 1
kx + y = 1
how do you find the value(s) of k that give this system (a) no solution, (b) a unique solution, and (c) infinitely many solutions?
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Ответ:
k x + y = 1 / * ( - k )
x + k y = 1
- k² x - k y = - k
x - k² x = 1 - k
x ( 1 - k² ) = 1 - k
x = ( 1 - k ) / ( 1 - k² ) = ( 1 - k ) / ( 1 - k ) ( 1 + k )
y = 1 - k( 1 - k )/( 1 - k² )
y = ( 1 - k ) / ( 1 - k² ) = ( 1 - k ) / ( 1 - k ) ( 1 + k )
a ) For k = - 1 this system has no solution.
b ) For k ≠ - 1 and k ≠ 1, the system has unique solution:
( x , y ) = ( 1/ (1 + k) , 1/( 1 + k ) ).
c ) For k = 1, there are infinitely many solutions.
Ответ:
Mean: 17
The range is 25-11 = 14 (the numbers in bold)
The interquartile range is 20-12=8 (the numbers underlined)
The mean absolute deviation is: 4; this is found by finding how far each number is from 17 (mean): 6,5,2,1,3,3,8 (28) and dividing by 7.
Part B:
The prices vary by no more that $14 (range).
The middle half of the prices vary by no more than $8 (IQR).
The admission prices differ from the mean price by an average of $4 (MAD).