2 whole times, with 2 of the 20 left over.
You can call it "Remainder 2", or you can say that it's 2/9 of one more time.
2
9 times but there is a remainder.
10 times with a remainder of 9 or 10.45 times
20 with remainder 9.
9 times with a remainder of 2
9 times with a remainder of 20
9 goes into 20 2 whole times, because: 9 \times 2 = 18 That leaves a remainder of 2 (since 20 - 18 = 2). If you're looking for a decimal answer: 20 \div 9 = 2.22\ (\text{approximately}) So, 9 fits into 20 exactly 2 times with a remainder of 2 or approximately 2.22 times in decimal form.
9 times but there is a remainder.
10 times with a remainder of 9 or 10.45 times
20 with remainder 9.
9 times with a remainder of 2
9 times with a remainder of 20
9 times with 20 left over
20 times with a remainder of 5
To calculate how many times 9 goes into 180, you would divide 180 by 9. The result is 20, as 9 times 20 equals 180. Therefore, 9 goes into 180 twenty times.
To find how many times 9 goes into 180, divide: 180 \div 9 = 20 So, 9 goes into 180 exactly 20 times with no remainder.
To determine how many times 11 can go into 20, you would perform a division operation. 20 divided by 11 equals 1 with a remainder of 9. Therefore, 11 can go into 20 once, with a remainder of 9.
Twice with a remainder of two