Find the greatest 4-digit number which is divisible by both 4 and 7 . That number is ..........
Find the greatest 4-digit-number which is divisible by both 4 and 7.
Which is the greatest 2 - digit number divisible by 2,3 and 4 ?
Số lớn nhất có 2 chữ số chia hết cho 2, 3 và 4 là 96
Which is the greatest 2-digit number divisible by 2,3 and 4 ?
Số lớn -nhất chia hết cho 2,3,4 là:996
số lớn nhất có 2 chữ số chia hết ch 2 3 và 4 là 96
The greatest 2-digit number that is divisible by 2,3 and 4
bai nay dich ra la tim so lon nhat co 2 chu so chia het cho 2,3va 4
so do la 96
số lớn nhất là 96
số bé nhất là 12
có số số là:
(96-12):6+1=15(số)
1. The sum of two consecutive numbers is 149. The greater number is .....(giai ra ket qua)
2. Find the greatest 4-digit-number which is divisible by both 4 and 7. The result (giai ra ket qua)
3. 6 workers take 2 hours to collect eggs. If 2 workers are sick, the other workers need ......... hours to collect the eggs
Lesson 1 : Answer
Two consecutive number less than 1 unit each
Large number is:
(149-1) : 2 = 75
Lesson 2 :
Among them is : 9996
Because: 9996:4=2499
9996:7=1428
Lesson 3: Answer
After two people get sick of people remaining:
6-2=4(people)
The ratio between 4 and 6 people is:
4:6= 2/3
Time to gather the rest of the eggs:
2:2/3=3(hours)
Nhớ **** cho mình nhé!!!
The greatest distinct 4-digit number that divisible by 9 is..........
If B is not divisible by 24 and B is the greatest 5 - digit number that the sum of all digits is 21 then B= ?
Nếu B là không chia hết cho 24 và B là số 5 chữ số lớn nhất mà tổng của tất cả các chữ số là 21 thì B = ...........
If B is not divisible by 24 and B is the greatest 5 - digit number that the sum of the sum of all digits is 21 then B = ?
Find a 3-digit number, know that that number is divisible by 18 and its proportional numerals 1, 2, 3?
Call the smallest digit a => 3-digit number a, 2a, 3a with 3a ≤ 9 => a ≤ 3. Find the number divisible by 18, which is divisible by 9, so (a + 2a + 3a) = 6a is divisible by 9 => a is divisible by 3, so a = 3 => 3 digits are 3, 6, 9
The number to find is even by dividing by 2, so the last digit is 6
=> 396 or 936
Call the smallest digit a => 3-digit number a, 2a, 3a with 3a ≤ 9 => a ≤ 3. Find the number divisible by 18, which is divisible by 9, so (a + 2a + 3a) = 6a is divisible by 9 => a is divisible by 3, so a = 3 => 3 digits are 3, 6, 9
The number to find is even by dividing by 2, so the last digit is 6
=> 396 or 936