Find the remainder when (9287-1234) is divided by 3. Answer:The remainder is
1 . A is the set of factor of 12 more than 6 . How many elements does the set A have ?
2 . Find the remainder when 98387 + 1234 is divided by 9 ?
3 . given that b513 is divisible by 9 . what is the value of b ?
4 . find the remainder of 9287 when is it divided by 3
ai nhanh tay làm rùm tớ , tớ sẽ tặng cho 1 tích
Câu 1:Thì mình không biết
Câu 2:0
Câu 3:9
Câu 4:2
câu 1: there is 1 element.
còn lại thì bạn Võ Nguyễn Đăng Khoa làm rồi nha.^_^
Find the remainder when (98287+1234) is divided by 9.
Câu trên nghĩa là:
Tìm số dư của 98287+1234 khi chia cho 9.
Ta có 98287+1234=99521
Mà 9+9+5+2+1=26
26 : 9 dư 8
=> 99521 : 9 dư 8
=> 98287+1234 chia cho 9 dư 8
A 3 - digit number when divided by 57, the remainder is 27, when divided by 217 the remainder is 60. Find the number.
Call a is the 3-digit number which divied by 57, the remainder is 27, divided by 217, the remainder is 60.
\(\Rightarrow\)a-27\(⋮\)57
\(\Rightarrow\)a-60\(⋮\)217
Because 684 is a multiple of 57 so:
\(\Rightarrow\)a-27-684\(⋮\)57\(\Rightarrow\)a-771\(⋮\)57
Because 651 is a multiple of 217 so:
\(\Rightarrow\)a-60-651\(⋮\)217\(\Rightarrow\)a-771\(⋮\)217
\(\Rightarrow\)a-771 \(\in\)CM(217;57)
\(\Rightarrow\)a-771\(\in\){0;12369;...}
\(\Rightarrow\)a\(\in\){771;13140;...}
Because a is a 3-digit number so a = 771.
The number is 771.
When N is divided by 12, the remainder is 9. When N is divided by 6, the remainder is…………
when N is divided by 12,the remainder is 9
when N is divided by 6,the remainder is.......
Dịch: N chia 12 dư 9. Vậy N chia 6 dư bao nhiêu?
Lấy 1 số cụ thể: N = 21
21 : 12 = 1 (dư 9)
21 : 6 = 3 (dư 3)
Vậy N chia cho 6 dư 3
When x is divided by 6 , the remainder is 5
The remainder when x is devided by 3 is
When x is divided by 6 , the remainder is 5
The remainder when x is devided by 3 is
đa: 2
When x is divided by 6 , the remainder is 5
The remainder when x is devided by 3 is
Answer: 2
Find the remainder when a 2000-digit number 20192019....2019 is divided by 7
Suppose f(x) is a polynomial of x.If f(x) has a remainder of 3 when it is divided by 2(x-1) and 2f(x) has a remainder of -4 when it is divided by 3(x+2).Thus when 3f(x) is divided by 4(\(x^2+x-2\)),the remainder is ax+b,where a and b are constants.Then a+b=...............
Giả sử f (x) là một đa thức của x.Nếu f (x) có 3 phần còn lại khi chia cho 2 (x-1) và 2f (x) có phần còn lại của -4 khi chia cho 3 ( x + 2) .Vì khi 3f (x) được chia cho 4 ( x 2 + x - 2 x2 + x-2), phần còn lại là ax + b, trong đó a và b là hằng số. Sau đó a + b = ...............
find the remainder when the following 2017-digit number is divided by 9
Translate: Tìm số còn lại khi số 2017 chữ số sau đây được chia cho 9
=> 2017:9=224 (dư 1).