Five times of a number minus 14 equals two times of his plus four. What's the number? You don't need equations, you need to write equations

Five times of a number minus 14 equals two times of his plus four. What's the number? You don't need equations, you need to write equations


(14+4)÷(5-2)
=18÷3
=6



Write several successive addition and subtraction formulas with four numbers 2, 3, 4 and 9


2 x 3 x 4 = 9



The solution of a series of equations: three times of a certain number minus five is equal to the number plus nine______ .


Let this number be x, & nbsp; & nbsp; 3x-5 = x + 9, & nbsp; 3x-5-x = x + 9-x, & nbsp; & nbsp; & nbsp; & nbsp; 2x-5 = 9, & nbsp; 2x-5 + 5 = 9 + 5, & nbsp; & nbsp; & nbsp; & nbsp; 2x = 14, & nbsp; 2x △ 2 = 14 △ 2, & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; X = 7



After a number is quadrupled, add 124, then divide by 2, and then subtract 160 of 20?


[(160+20)*2-124]/4=59



If M and N are opposite to each other, then 5m plus 5N minus 5 equals ()


a+3,-5



What are the characteristics of numbers divisible by 4, 9, 11 and 25
What is the number divisible by 4, 9, 11, 25


Divisible by 4: the last two digits are multiples of 4
Divisible by 9: the sum of numbers is a multiple of 9
Divisible by 11: if the difference between odd digit sum and even digit sum is a multiple of 11 (including 0), it can be divisible by 11
Divisible by 25: the last two digits are multiples of 25 (including 00)



What are the characteristics of numbers divisible by 3? According to this method, can we find out the characteristics of numbers divisible by 9?
Not only the answer, but also the reason


The number divisible by 3 is the sum of all the numbers is a multiple of 3
For example, 123 = 1 + 2 + 3 = 6 is a multiple of 3
The sum of all the numbers divisible by 9 is a multiple of 9
Example 108 = 1 + 0 + 8 = 9
216=2+1+6=9
I hope I can help you,



What are the characteristics of numbers that can be divided by 7, 9 and 11 at the same time?


It's a multiple of 7 times 9 times 11



Find the sum of all numbers divisible by 7 between 200 and 400


200/7=28...4
400/7=57...1
The sum of all numbers divisible by 7 between 200 and 400
7(28+29+...+56+57)
=7*30(28+57)/2
=8925



Characteristics of numbers divisible by 17 and 23


Characteristics of numbers divisible by 17
1. If the number of one digit of an integer is truncated, and then five times of the number of one digit is subtracted from the remaining number, if the difference is a multiple of 17, then the original number can be divided by 17. If the difference is too large or it is difficult to see whether it is a multiple of 17 by mental arithmetic, we need to continue the above process of "truncation, multiplication, subtraction and difference checking" until we can make a clear judgment
2. If the difference between the last three digits of an integer and the preceding number of 3 times can be divided by 17, then the number can be divided by 17
Characteristics of numbers divisible by 23
If the difference between the last four digits of an integer and the first five times of the number separated can be divided by 23 (or 29), then the number can be divided by 23