Knowing that the equation 2x 6x q can be formulated into the form of x p 7, then x 6x q 2 can be fo

2x -6x+q is not an equation, it is a polynomial.

Given that the equation 2x 2-6x+q=0 can be formulated into the form of (x-p) 2=7, then x2-6x+q=2 can be formulated as (x-p) 2=( ).

Solution: 2x 2-6x+q=0, x 2-3x+q 2=0, (x-3 2) 2=-q 2+9 4, so p=3 2, -q 2+9 4=7, so q=-19 2.

x 2-6x+q=2,(x-3) 2=11-q=41 2, which cannot be converted to the form of (x-p) 2=( ). can be transformed into (x-2p) 2=41 2.

Analysis: Equation x -6x+q 0 can be reduced to:

x-3)²-9+q=0

i.e. (x-3) 9 q

From the original equation of the title can be formulated into the form (x-p) = 7.

Then p=3 and 9 q 7 i.e. q=2

So x -6x+q=2 can be reduced to: x -6x=0 to obtain: (x-3) -9=0

i.e. (x-3) 9

So x -6x+q=2 can be formulated as (x-p) = (9) Hehe, children's shoes, next time pay attention to don't pay attention to ** problem! This is a waste of your time and an unnecessary drain on the energy of others!

The equation x2-6x+q=0 can be formulated in the form of (x-p)2=7, which is easy to know p=3 and q=2

So x2-6x+q=2 is x2-6x+2=2, which can be formulated into (x-3) 2=9

（x-p)^2=7

x^2-2px+p^2-7=0

i.e.: -6=-2p, p 2-7=q

Available: p=3, q=2

So x 2-6x+q=2 can be combined into (x-3) 2=9

Solution: (x-p) 2=7

x^2-2px+p^2-7=0

i.e.: -6=-2p, p 2-7=q

Available: p=3, q=2

So x 2-6x+q=2 can be combined into (x-3) 2=9

I've given you some advice, like this question should be written in its entirety (there are no answer options), but you ignored it.

I have seen that other people have answered you with wrong questions, or the process is not standardized, and I have given you very standardized answers, and you do not [accept the answers].

Therefore, I have not answered many of your questions, but there are indeed good ways to answer this question, so let's answer it and see your attitude.

Solution 1: x -6x + q = 0 i.e. (x-3) = 9-q This equation is again (x-p) = 7

9-q=7x-6x+q=2, i.e., (x-3) =2+(9-q)=2+7=9, so the form is (x-3) =9.

Solution 2: x -6x + q = 0 i.e. (x-3) = 9-q This equation is again (x-p) = 7

q = 3x -6x + q = 2 i.e. x -6x + 2 = 2

That is, x -6x + 9 = 9

Therefore the form sought is (x-3) = 9.

1.Simplification (x-p) 2 = 7

Get x22px

p2=7, i.e. x2

2pxp2-7

0, and then according to the corresponding equal coefficients can be obtained:

The squares of the front coefficients are all 1, which must be equal; The coefficients to the power of x to the power of 1 are -2p and -6, respectively, i.e., -6

2p, i.e. p3; Finally, there are the coefficients of both sides of x to the power of 0, which are p2-7 and q, i.e., p2

7=q, and because of the above, we get p

3, i.e. 3*3-7=q

q=2;Draw conclusions

3， q=2；

3.Substituting p3, q=2 into x2-6x+q=2 gives x2-6x+2

2, ie. x2-6x

0;It should be possible to match x* (x-6);

Analysis: It is known that the equation x2-6x+q=0 can be formulated into the form of (x-p)2=7, and an equation about q can be obtained by formulating x2-6x+q=0, and the value of q can be obtained, and then the form of x2-6x+q=2 formula can be determined by using the matching method

Solution: x2-6x+q=0

x2-6x=-q

x2-6x+9=-q+9

x-3）2=9-q

According to the title, p=3,9-q=7

p=3，q=2

x2-6x+q=2 is x2-6x+2=2

x2-6x=0

x2-6x+9=9

x-3）2=9

i.e. (x-p)2=9

Analysis: It is known that the equation x2-6x+q=0 can be formulated into the form of (x-p)2=7, and an equation about q can be obtained by formulating x2-6x+q=0, and the value of q can be obtained, and then the form of x2-6x+q=2 formula can be determined by using the matching method Solution: x2-6x+q=0

x2-6x=-q

x2-6x+9=-q+9

x-3）2=9-q

According to the title, p=3,9-q=7

p=3，q=2

x2-6x+q=2 is x2-6x+2=2

x2-6x=0

x2-6x+9=9

x-3）2=9

i.e. (x-p)2=9

Knowing that the equation x 2-6x+q=0 can be matched to (x-p) 2=7, p can be found according to the above equation

x-p）^2=7

i.e. x 22pxp 2

2px=6x

p=3x^2

2pxp^2-7=

x^2-6x+qq=

p^2-7=2

So x 2-6x+q=2

x^2-6x

x^2-6x=0

x^2-6x+9=9

x_3)^2=9

Solution: Because: (x-p) 2=7

So: x 2-2px + p 2-7 = 0

Because x2-6x+q=0 can be combined with (x-p) 2=7, so: 2p=6 is p=3

p 2-7=q, i.e. 3 2-7=q

q=2So: x 2-6x+q=2, i.e.: x 2-6x=0x 2-6x+9-9=0

x-3）^2=9

That is, x 2-6x+q=2 can be combined into the form of (x-3) 2=9.

From x 2-6x+q=0, it can be formulated into the form of (x-p) 2=7, then x 2-6x+q is equivalent to (x-p) 2-7;So (x-p) 2-7=x 2-6x+q is brought into x 2-6x+q=2 to get (x-p) 2-7=2

So it can be matched.

x-p) 2=9.