Both Xiao Ming and xiao gang like to collect stamps. Now the ratio of the number of stamps between them is 8:7. If Xiao Gang gives Xiao Ming 8 stamps, they will get 8 stamps Both Xiao Ming and Xiao Gang are fond of collecting stamps. Now the ratio of the number of stamps of Xiao Ming and Xiao Gang is 3:4. If Xiao Gang gives Xiao Ming 9 stamps, the ratio of their stamps is 4:5. How many stamps have they collected?
Let Xiaoming have 3K stamps and Xiaogang have 4K stamps
(3k+9)/(4k-9)=4/5
The solution is k = 81
Xiaoming has stamps: 3 × 81 = 243
Xiaogang has stamps: 4 × 81 = 324
RELATED INFORMATIONS
- 1. It is known that a and B on the number axis correspond to - 2 and 4 respectively, P is a moving point on the number axis, and the corresponding number is x value 1) If P is the trisection point of line AB, find the number corresponding to P (2) Is there a point P on the number axis, so that the sum of the distances from point P to point a and point B is 10? If there is, calculate the value of X; if not, explain the reason (3) If point a, point B and point P (point P at the origin) move to the left at the same time, and their velocities are 1, 2 and 1 length unit / min respectively, then in what minutes is p the midpoint of AB?
- 2. The two ends of the line segment AB with fixed length of 3 move on the parabola y ^ 2 = X. note that the midpoint of the line segment AB is m. calculate the shortest distance from the point m to the Y axis, and calculate the M coordinate at this time What is the second definition.
- 3. If the two ends of the line segment AB with fixed length of 3 move on the parabola y ∧ 2 = 2x and M is the midpoint of AB, what is the shortest distance from m to y axis?
- 4. The end points a and B of the line segment AB of fixed length four move on the parabola X & # 178; = y, and the line where AB is located passes the focus. The minimum distance from the midpoint C of AB to the X axis is obtained, And find the coordinates of point C in AB at this time
- 5. The two ends a and B of the line segment AB with length L move on the parabola y = x ^ 2. The midpoint of AB is m, and the shortest distance from the point m to the X axis is obtained I'm not good at math
- 6. If the endpoint A and B of the line segment AB with fixed length of 3 move on the parabola y ^ 2 = x, and the midpoint of AB is m, then when the coordinate of M is, the distance to the Y axis is the shortest and the shortest If the endpoint A and B of the line segment AB with fixed length of 3 move on the parabola y ^ 2 = x, and the midpoint of AB is m, then when the coordinate of M is what, the shortest distance to the Y axis is? (Note: liberal arts students,)
- 7. If there are two points a and B on the parabola y = x2 + 4x-2, and the origin is at the midpoint of line a and B, then the coordinates of these two points are?
- 8. If the parabola y = x ^ + PX + Q is shifted to the right by 3 units, and then to the right by 2 units, the following formula is obtained: y = x ^ - 3x + 15, then p, Q, etc?
- 9. Translate the parabola y = ax (a ≠ 0) upward by three units, so that the length of its segment on the x-axis is 4, and find the value of A
- 10. If the line y = 3x + m passes through the first, third and fourth quadrants, then the vertex of the parabola y = (x-m) 2 + 1 must be at () A. First quadrant B. second quadrant C. third quadrant D. fourth quadrant
- 11. Given the function f (x) = 4 ^ X / (4 ^ x + 2), (1) find the value of F (0.1) + F (0.9); (2) let the sequence {an} satisfy an = f (n / 1001), find the sum of the first 1000 terms
- 12. When one side of a rectangle is increased by 5cm and the width remains unchanged, the area will be increased by 25 square centimeters. What is the area of the original rectangle? /|————————| / | | /---|————————| ←5cm→| ← 16cm →
- 13. If the area of the triangle formed by the image of the first-order function y = - 2x + B and the two coordinate axes is equal to 4, the analytic expression of the function is obtained
- 14. What is the conversion unit of capacitance
- 15. What do the symbols "♀" and "♀" mean?
- 16. How to calculate AC power
- 17. How much power is 2200 horsepower
- 18. Is there MF in the unit of capacitance UF NF pf?
- 19. When an ammeter is refitted into a voltmeter, how much resistance should be connected in series? For example: the internal resistance of an ammeter is 25 Ohm. When the current is 2mA, its pointer deflects 1 degree. When it is used as a voltmeter, how much resistance is in series to deflect 1 degree to represent 1V?
- 20. The electric power of resistance R1 is P1, and resistance R2 and R! Are connected in series in the same circuit. The electric power of R2 is P2. It is known that P1: P2 = 36:5, and R1 > R2, then R1: R2 =? The electric power of resistance R1 is P1, and resistance R2 and R! Are connected in series to the same circuit. The electric power of R2 is P2. It is known that P1: P2 = 36:5, and R1 > R2, then R1: R2 =?