Question 9:
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is
cho mình hỏi 2 câu này:
Question 1:
The difference of the greatest and the least 4 – digit number can you make using all digit 9;3;0;7 is ......
Question 2:
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is ..........
When X divided by 234, the remainder is the greatest possible remainder and the quotient is 5.
The value of X is ?
X chia cho 234 đương thương là 5 và số dư là số dư lớn nhất có thể? tìm X
X chia cho 234 đương thương là 5 và số dư là số dư lớn nhất có thể. X phải > 234. Phần còn lại tự tính.
=)))
When x is divied by 49, the quotient is the greater 1-digit number and remainder is the greatest possible number.
X는 (49)에 의해 분할 될 때, 지수가 큰 한 자리 숫자이고, 나머지는 최대 가능 수이다.
Exam number 319:43
Fill in the blank with the suitable number
Question 1:
18:9=
Question 2:
63:9=
Question 3:
:9=5
Question 4:
90:9=
Question 5:
of 45g is g
Question 6:
Anna puts 4 dollars in her piggy bank every Monday and Sunday. How many dollars will she put in nine weeks?
Answer: She will put dollars.
Question 7:
of 72g is 9g
The value of M is
Question 8:
of 54g is 9g
The value of N is
Question 9:
When y is divided by 9, the quotient is 9 and has the remainder. If y is divisible by 5 then y=
Question 10:
When a three-digit number is divided by 9, the quotient is the smallest three-digit number and the remainder is 7. The number is