Help teach me how to do this, how to do this? Help

Hehe. Most people, especially girls, will have the vanity and happiness of wanting to be pursued, even if she has a sweetheart. If other boys accosted her and pursued her normally, she wouldn't just refuse to be thousands of miles away.

But for the boy he likes, he has to look at him to death. I can't wait to know everything about the other party, and I can't talk to a strange girl. Alas, it's all the fault of today's society, and girls have been favored a lot since childhood.

So sometimes you have to be overbearing. Hehe, but it doesn't matter, at this time, as a man, you should show your own tolerance. Since you have someone who loves you, take the initiative to express it.

In terms of feelings, men should have the courage to express them, and it is best not to let a girl express them. What if you are rejected? If you are repeatedly rejected, it is indeed a misunderstanding, just laugh it off.

Otherwise, you will only be confused and troubled by your own speculation, and you will not be able to extricate yourself.

There is no one who can't talk about love, as long as he falls in love with each other, he will have countless words to say to the other party, because this is a feeling from the heart. For the time being, you can only say that you know each other, and when it is announced, it will naturally come to pass. And there will be no tension together in the future, only happiness, pride, and satisfaction.

Hope you have found and grasped your happiness!

Silent Night Alone Answer.

Each row is a multiple of the number of rows, and each column is the number of digits of the number of columns.

63 There are two places.

Substituting the values of x and y into the original equation yields the following equation:

4a-2b+c=7 (1)a-b+c=2 (2)a+b+c=-2 (3)(3)-(2), get:

b= -2 (4)(1)-(2)x2, get:

4a-2b+c-2a+2b-2c=7-4

2a-c=3

c=2a-3 (5) Substitute (4) and (5) into (2) to obtain:

a+2+2a-3=2

3a=3a=1 (6) Substitute (6) into (5) to get:

c=2-3= -1

That is: this problem is solved as:

a=1b= -2

c= -1

It's good to bring it in with the third-class equation, and it's not difficult.

Bring 3 kinds in, a total of 3 equations, add and subtract each other, and it comes out.