Xiaohong, Xiaoli, Xiaofang and Xiaocui are four people who make big red flowers for children in kindergarten. Each of them has to make five. Now they have made three big red flowers. How many big red flowers do each of them have to make? How many big red flowers do they have to make altogether?

According to the fact that each person has made 3, then each person has to make 5-3 = 2. Because each person has to make 5, there are 4 people in total. I don't know if you have learned multiplication. If you have not learned multiplication, then 2 + 2 + 2 = 8

RELATED INFORMATIONS

1. In the 100 meter race, Xiao Ming ran for 14 seconds and Xiao Li ran for 18 seconds. How many seconds did they use for each meter on average? Who runs fast? The answer is to score,
2. In the 100 meter race, Xiao Dong took 18 seconds and Xiao Ming one fourth of a minute. Who can run fast?
3. Xiao Ming walks 100 meters every minute. Xiao Ming goes to school 1200 meters. Xiao Li's home goes to school 800 meters. Xiao Li walks 2 minutes late. How many meters does Xiao Li walk every minute Xiao Ming walks 100 meters every minute. Xiao Ming goes to school 1200 meters. Xiao Li's home goes to school 800 meters. Xiao Li walks 2 minutes late and asks Xiao Li how many meters she walks every minute. They can go to school at the same time
4. Xiao Fang did 48 questions in 3 minutes and made 5 mistakes. Xiao Li did 70 questions in 5 minutes and made 9 mistakes. Who has the highest accuracy
5. Xiaofang weighs one fifth more than Xiaoli, and the weight ratio of Xiaofang to Xiaoli is ()
6. Xiaoyu and Xiaoli run in the 100 meter race, and each time Xiaoyu reaches the finish line 10 meters earlier than Xiaoli. If Xiaoyu goes back 10 meters to compete with Xiaoli, they start at the same time, and their average speed is the same as before, the result is () A. Xiao Li comes to the end first B. Xiao Yu comes to the end first C. go to the end together D. not sure
7. Xiao Fang and Xiao Li collected 140 stamps, and Xiao Li's number is 2 / 5 of Xiao Fang's. how many stamps do they collect each? If you can, please ask elder brother and elder sister at 1:00
8. Xiaofang's result of 100 meters is 18 seconds, which is 2 seconds slower than Xiaoming's. how many seconds did Xiaoming take to run 100 meters
9. In P.E. class, Xiaoming used to run 100 meters in 18 seconds, but now it only takes 15 seconds. What percentage has his speed increased?
10. In a PE class, the whole class is arranged in four rows (the number of people in each row is equal). The position of Xiaofang row is: the sixth from the front, the seventh from the back. How many students are there in this class?
11. In the triangle ABC, the angle ACB is 90 degrees, CD is perpendicular to point D, point E is on point AC, CE = BC, make a vertical line of AC through point E, and intersect the extension line of CD at point F Prove that angle a is equal to angle F
12. D is a point in the triangle ABC. Try to compare the size of AB + AC and BD + CD, and explain the reason
13. In the triangle ABC, if angle B equals angle c equals 15 degrees and CD is perpendicular to the extension line of AB intersection Ba and point D, then angle ACD equals ()
14. In △ ABC, ab = AC, and the acute angle obtained by the intersection of the vertical bisector of AB and the line where AC is located is 50 °, then ∠ B is equal to______ ．
15. In the triangle ABC, ab = AC, ED is the vertical bisector of line AB, intersecting AB at point E, intersecting BC at point D. It is known that the degree ratio of ∠ bad to ∠ DAC is 1:3, and ∠ bad is calculated The degree of C
16. In the triangle ABC, ab = AC, the acute angle formed by the intersection of the vertical bisector of waist AB and the straight line AC is 50 ° and the intersection line AC is at point E, and the intersection line AB is at point D. calculate the degree of ∠ EBC
17. In △ ABC, ab = AC, and the acute angle obtained by the intersection of the vertical bisector of AB and the line where AC is located is 50 °, then ∠ B is equal to______ ．
18. In △ ABC, ab = AC, and the acute angle obtained by the intersection of the vertical bisector of AB and the line where AC is located is 50 °, then ∠ B is equal to______ ．
19. In the triangle ABC, ab = AC, the acute angle obtained by the intersection of the vertical line of AB and the line where AC is located is 50 degrees, then the base angle B is
20. It is known that in isosceles △ ABC, ab = AC. if the acute angle of the intersection of the vertical bisector of AB and the line of edge AC is 40 degrees, then the base angle of isosceles △ ABC ∠ B is 40 degrees______ ．