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What could 72 and 49 be divided by?

The only number that could evenly divide bothof those is ' 1 '.


Which can be divided evenly by 5 odd numbers even numbers or both?

Any number evenly divisible by an even number is also even. A number evenly divisible by an odd number (such as 5) could be either even or odd.


What is 30 divided by 6 as a multiplication problem?

5


What multiplication fact could you use to find a number that can be divided equally by 8 and 9?

8 times 9= 72


What multiplication fact could you use to find a number that can be divided eqaully by 8 and 9?

8 x 9 = 72


How can you compare rational and irrational numbers?

Rational number can be divided into more that the number 2. Irrational number are numbers that can only be divided evenly with the number 2.


How to work out 47 is divided by a mystery number there is a remainder of 3 what could the mystery number be?

15.6667


What number could divide by nine but not by three?

Technically, any number can be divided by any and all non-zero numbers, but I'll assume you mean evenly. There is no number that is evenly divisible by nine but not three because 9 is equal to 3x3. So when you divide by 9 it is the same as dividing by 3 twice.


How do you write 95 to 19 in simplest ratio form?

95:19 can be rewritten as 5:1, because like a fraction, both numbers could be evenly divided by another number (in this case, both were divided by 19).


Which of the base blocks could be divided evenly into 4 groups of cubes out of 1000 cubes 100 cubes 10 cube or 1 cubes?

The base blocks that can be divided evenly into 4 groups are the 100 cubes, 10 cubes, and 1 cube. Each of these can be divided by 4 without leaving a remainder: 100 cubes can make 4 groups of 25, 10 cubes can make 4 groups of 2.5 (but this isn't a whole number), and 1 cube can be divided into 4 groups of 0.25 (also not a whole number). Therefore, only the 100 cubes can be divided evenly into 4 groups.


Could 34 go into 48?

Not evenly, 48 divided by 34 equals 1 with a remainder of 14.


Could there be a number in the 2s column on the multiplication table that ends in a 5?

Yes