Xiaoming Xiaobai goes to buy books. Xiaobai borrows money to buy Xiaoming a dictionary. He has 20 yuan left. Xiaoming borrows money to buy Xiaobai famous books I have 4 yuan left. The price of the famous book is three times that of the dictionary. How much are the two books? No XY. Please use the formula (such as (59 + 3) / 5) and the equation Two kinds of formulas (the price of dictionary and the price of famous works)

Xiaoming Xiaobai goes to buy books. Xiaobai borrows money to buy Xiaoming a dictionary. He has 20 yuan left. Xiaoming borrows money to buy Xiaobai famous books I have 4 yuan left. The price of the famous book is three times that of the dictionary. How much are the two books? No XY. Please use the formula (such as (59 + 3) / 5) and the equation Two kinds of formulas (the price of dictionary and the price of famous works)


The two of them have 20 yuan left for the dictionary,
There are four yuan left for the famous works
in other words
Famous works cost 20 yuan - 4 yuan = 16 yuan more than dictionaries
The price of famous works is three times that of dictionaries
The price of a famous book is twice that of a dictionary
The price of the dictionary is (20-4) / 2 = 8 yuan
The price of famous works is: 8 * 3 = 24 yuan



Does Xiao Hong do ten math problems? Is there a positive proportion between the problems she has finished and the problems she hasn't done? Explain the reason


Xiao Ming does ten math problems. The problems he has done and the problems he hasn't done can't make up a proportion
Because the problem that has been done + the problem that has not been done = the total problem that needs to be done (certain), because it is and certain, not a certain ratio, so it cannot form a proportion



Please explain in words)
1. Among the three classes, class a accounts for 1 / 3 of the total, 10 people less than class B. the ratio of class A and class B to class C is 5:2. How many people are in class C?
2. In the first half of the semester, boys accounted for 5 / 6 of the number of girls. After three more boys came on holiday, boys accounted for 6 / 7 of the number of girls. How many students are there in this semester?


1. Among the three classes, class a accounts for 1 / 3 of the total, 10 people less than class B. the ratio of class A and class B to class C is 5:2. How many people are in class C?
5 / (5 + 2) = 5 / 7
C: 2 / [5 + 2] = 2 / 7 of the total
Class B: 5 / 7-1 / 3 = 8 / 21
So the total number is: 10 / [8 / 21-1 / 3] = 210
Class C: 210 * 2 / 7 = 60
2. In the first half of the semester, boys accounted for 5 / 6 of the number of girls. After three more boys came on holiday, boys accounted for 6 / 7 of the number of girls. How many students are there in this semester?
The number of female students is: 3 / [6 / 7-5 / 6] = 126
Now there are: 126 * 6 / 7 = 108 boys
Total: 108 + 126 = 234



The number of male workers in a factory is 35% of that of female workers, and the number of female workers accounts for 35% of the total number of workers in the factory______ %


5: (8 + 5) = 58 = 0.625 = 62.5%; so the answer is: 62.5%



When x = half and y = one third, find the value of X - (x + y) + (x + 2Y) - (x + 3Y) +. - (x + 101y)


x-(x+y)+(x+2y)-(x+3y)+.-(x+101y)
=X-x-y + X + 2y-x-3y +. - x-101y
=-Y + 2y-3y + 4Y -... + 100y-101y, we find that all x can be reduced and only y is left
=(- y + 2Y) + (- 3Y + 4Y) +... + (- 99y + 100y) - 101y, every two items are combined, and they are equal to y in brackets
=There are 50 Y's in 50y-101y
=-51y
=-55 / 3 of the results are negative~



At the London Olympics, the Chinese sports delegation won 27 silver medals. The gold medal is about 40.7% more than the silver medal, and the silver medal is about 17.4% more than the bronze medal
How many gold medals and how many bronze medals did you win?


∵ gold medal is about 40.7% more than silver medal
The number of gold medals = the number of silver medals × (1 + 40.7%) = 27 × 1.407 = 38
∵ silver is about 17.4% more than bronze
Number of bronze medals = number of silver medals / (1 + 17.4%) = 27 / 1.174 = 23
He won 38 gold medals and 23 bronze medals



Given that X and Y belong to the interval (- 2,2), xy = - 1, find the minimum value of u = 4 / (4-x2) + 9 / (9-y2)
Another problem is: given the equation x2 + (1 + a) x + 1 + A + B = 0, two of them are x1, X2, if 0


Here's an idea
1. Let x = 2sinx = [- 2,2]
y=3siny=[-2,2]
The product = - 1 and the value range is known
It is easy to find u = sec ^ 2x + sec ^ 2Y
2. The parabolic opening is upward and 0



The number of female students in the school sports team is 23% of that of male students?


(1-23) △ 23, = 13 × 32, = 12, = 50%; a: boys are 50% more than girls



An integer has two square roots, right
Write why


8 pairs
Square root number:
In real number range
Positive 2
0 1
Negative 0
In the plural
Positive 4 2 real 2 conjugate complex number
0 1
Negative 2 conjugate complex number



The average number of a, B and C is 120. The ratio of a, B and C is 1:2:3. What are the three numbers


Sum = 120 × 3 = 360
360÷(1+2+3)=60
A = 60 × 1 = 60
B = 60 × 2 = 120
C = 60 × 3 = 180