9
0.1111
-56
(-63)/(-7) = 9
Minus divided by minus is plus: Answer is +9
7/63 = 0.1 recurring (that is, 0.1111...). Expressed as a proper fraction in its simplest form, 7/63 is equal to 1/9 or one ninth.
The answer is 9.
-9
1/9
nine
2/7 of 63 means 2/7 x 63. Multiply 2 x 63, then divide the result by 7. You may also divide 63 / 7 first, then multiply by 2 - in this case it is simpler, because it is divisible, and results in smaller numbers for the intermediate calculations.
Try it. Divide 63 by 7, for example with a calculator - if you get only zeroes after the decimal point, then it is.
63/9 = 7
76.1111
The LCM of 9 and 7 is 63 (9 * 7 = 63). There are plenty of other numbers that 9 and 7 divide evenly into though.
All you have to do is divide 7 by 63. When you do that you get X=63/7. Divide those and you're left with X=9. Plug it back in 7(9)=63
First times 9 by 7 = 63.If you then divide the 63 by 9 = 7 (therefore, 63 is the answer).
63.7143
63 Divide by three. 21,3 Divide by three. 7,3,3 3 x 3 x 7 = 63
2/7 of 63 means 2/7 x 63. Multiply 2 x 63, then divide the result by 7. You may also divide 63 / 7 first, then multiply by 2 - in this case it is simpler, because it is divisible, and results in smaller numbers for the intermediate calculations.
63 divided by 9 = 7
Try it. Divide 63 by 7, for example with a calculator - if you get only zeroes after the decimal point, then it is.
63/9 = 7
You divide 63 by any of its factors, which are 1, 3, 7, 9, 21 and 63.
76.1111
The LCM of 9 and 7 is 63 (9 * 7 = 63). There are plenty of other numbers that 9 and 7 divide evenly into though.
Prime Factor tree of 63. We note that '63' is an odd number , because it does NOT end in 0,2,4,6,8 So it will not divide by ;2 So we try the next prime number, which is '3' 3)63 = 21 Keep on dividing by '3' until it will not divide any further by '3' 3)21 = 7 Since '3' will not divide into '7' and '7' is a prime number, divide '7' into itself , to reduce to '1' 7)7 = 1 So the prime factor tree/stepladder of '63' is 3,3,7. This can be expressed as 3^(2) x 7^(1) = 3^(2) x 7 .