已知m-2n=5,mn=3,m>0求:(1)m^2+4n^2 (2)m+2n (3)n^2-m^2
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已知m-2n=5,mn=3,m>0求:(1)m^2+4n^2 (2)m+2n (3)n^2-m^2
已知m-2n=5,mn=3,m>0求:(1)m^2+4n^2 (2)m+2n (3)n^2-m^2
已知m-2n=5,mn=3,m>0求:(1)m^2+4n^2 (2)m+2n (3)n^2-m^2
mn=3,m>0
n>0
m-2n=5
m=2n+5
mn=3
n(2n+5)=3
2n^2+5n-3=0
(2n-1)(n+3)=0
n=1/2或n=-3(舍去)
m=2n+5
=2*1/2+5
=5
m^2+4n^2
=5^2+4*(1/2)^2
=25+1
=26
m+2n
=5+2*1/2
=5+1
=6
n^2-m^2
=(1/2)^2-5^2
=1/4-25
=-99/4
m=6,n=1/2
(1) 37
(2) 7
(3) -143/4
(1)m^2+4n^2 =(m-2n)²+4mn =5²+4*3 =25+12 =37
(2)mn=3,m>0 所以 n>0
(m+2n) ²==(m-2n)²+8mn =37+12=49
m+2n =7
(3)m-2n=5,
m+2n =7
所以 m=6 n=1/2
n^2-m^2=1/4-36=35又3/4
m=6;n=0.5
(1)37
(2)7
(3)-71/2.
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