Solution: Should I help with such a favor?

Personally, I think. Shouldn't help her. There will be more and more things in the future. Things can get out of hand at that point.

At first, your girlfriend will force you to give in anyway, and in the end, you really can't follow your girlfriend's instructions and make compromises.

It is very formal to absolutely refuse to see family.

Your girlfriend should understand that even if she forces you, you don't have to be submissive.

If you really can't do it, just find a good buddy who is single, and maybe you can also promote a marriage, but you should be cautious about playing in person.

Be sure to refuse; Whether they are true or false, if you resolutely refuse, you will add points in your girlfriend's heart!

In this matter, you have to be honest and stubborn and say to them: No!

And the truth, even if you agree to go back to her house with her, you will be in the same stream to deceive the elders, and you will lose your life!

As long as you're justified enough to say it to your girlfriend, the point is"A woman who can't betray herself, even a little";She will only love you more and will not blame you.

Refusal, what's the point of this thankless job.

It depends on what your girlfriend means! If only it was just a help! And your girlfriend doesn't object! It's okay to help once!

If your girlfriend doesn't say yes, you can say no, but if you already say yes, let's go once! But you have to pay attention to yourself and see if the woman who is looking for your help has other intentions. Be careful.

I think it's better to refuse, it's embarrassing anyway

Refuse.. Otherwise, because of covering up this one lie, and then you have to tell several lies in a row!

It won't be a trap set for you, just fake it.

[The idea is correct, but you are wrong].

Press [Chicken and rabbit in the same cage] to solve the problemLet's say it's all "marine world"; The "spacewalks" are: (566-38 14) (16-14).

=17 (Ben)."Sea World" has: 38-17 = 21 (Ben).

There is no solution to this question.

For other groups, if the numbers cannot be repeated, they cannot be established.

This question is wrong, and there is no integer solution.

The peaches assigned by Class A are four-ninths of the bad ones, indicating that the peaches assigned by Class A of the Bureau Huili are multiples of 9.

Five-sixteenths of the peaches assigned to Class B are bad, indicating that the peaches that arrive late in Class B are multiples of 16.

9x+16y=95

Since there are good peaches in class 0: 63 * (1-4 9) = 35.

There are good peaches in class B: 32*(1-5 16)=22.

A total of 57 good peaches.