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Let the solution of Equation 1 be a, then the solution of Equation 2 is (a+6) or (a-6)a, 2a+3=a+k, (a+6)-3=5kk=a+3, (a+6)-3=5(a+3), a=-3, k=0 two, 2a+3=a+k, (a-6)-3=5kk=a+3, (a-6)-3=5(a+3), a=-6, k=-3
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2x+3=x+k
x=k-3x-3=5k
x=5k+3
When the solution of Equation 1 is greater than the solution of Equation 2:
k-3-6=5k+3
4k=12k=-3
When the solution of Equation 1 is less than the solution of Equation 2:
5k+3-6=k-3
4k=0k=0
To sum up: k = 0 or -3
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Let x of 2x+3=x+k be x1, then x1=k-3 is simplified, and x2=5k+3 is the same
According to the title, x1-x2=6
i.e. (k-3)-(5k+3)=6
The solution yields k = -3
Verification) is brought into the original formula to obtain x1=-6
x2=-12
So k=-3 is true!
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2x+3=x+k
Move the item and merge it, and you have to pay tribute to filial piety.
x=k-3x-3=5k
Move the item, got. x=5k+3
The sum of the solution of 2x+3=x+k and the solution of high deficiency x-3=5k is 6; x=5k+3,x=k-3
Bright draft 5k+3+k-3=6
6k=6k=1
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According to the question, 2x+3=x+k, then x=, then x=5k+3So, k-3+5k+3=6, gets: k=1
Inspection: 2x+3=x+1 launches which x=-2
x-3=5 launch x=8
Correct lead code hail sun.
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2x+3=x+k
Positive slide high handicap x=k-3
x-3=5k
x=3+5k
The difference between the two rulers is 6
k-3-(3+5k)=6
4k=12k=-3
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Solve the equation 2x+3=x+k to get x=k-3
The solution x+3=5k has to be cautious and suspect that the modulus is slow and the wisdom x=5k-3, so k-3+5k-3=0
The solution is k=1
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3x+6=0
3x=-6x=-2
The first person to enter the Sui Annihilation in the guess mountain 3x+2k=2
6+2k=2
2k=8k=4
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4x+3k=2x+24x-2x=2-3k2x=2-3kx=1-3k+22x+k=5x+Because the equation for the vanity branch x 4x+3k=2x+2 and the equation difference sensitivity 2x+k=5x+ are the same, 1-3k 2=k 3-5 61+5 6=k 3+3k wither, then 211 6=11k 6k=1 is solved as x=1-3k 2=1-3 2=-1 2....
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2 kx+3 3=5 2x+3 6-1 2 4(kx+3) =5(2x+3)-3 4kx+12=10x+15-3 4kx+12=10x+12 4kx-10x=0 x(4k-10)=0 When 4k-10=0, the middle return x is not sold like a hungry number of oaks. Then: 4k-10=0 k=5 2
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Solving the first equation x=1 is substituted into solving the second equation k=1
Solve x and then use the prime number condition to judge.
Solve the equation first to get x=-3-5a
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