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What is an example of the inverse property of multiplication?
it is the opposite of the multiplication problem
What the answer of 30 divided by 6?
5
What is the value of x in this problem x divided by 7 minus 2 is 6?
If (x divided by 7) - 2 = 6, then x = 56 If x divided by (7 - 2) = 6, then x = 30
What is 7 over 10 divided by 1 and 1 over 6?
First we set out the problem: 7/10 divided by 1 1/6 Since 1 and 1 over 6 is a mixed fraction we have to convert it into a improper fraction which is 7/6 (6x1=6+1=7) Now our problem looks like this: 7/10 divided by 7/6 We look at the denominators and think "what number can they both fit into?" They can both fit into 30 (10x3=30 and 6x5=30) What we do to the bottom, we must do to the top. so 7x3= 21 so: 21/30 Now 7x5=35 so 35/30 Now it looks like this: 21/30 divided by 35/30 Since this is a division problem, we have to FLIP the second fraction, and as we are flipping, we are turning this into a multiplication problem: 21/30 divided by 30/35. Now to make this easier, we can CROSS CANCEL. Now 30 goes into 30 once so we can cross both of them out and leave a 1. 21/1 MULTIPLIED by 35/1 = 21 x 35 which equals 735. I know this all looks complicated but it really isn't. Keep practising and you'll get there! Note: I'm 8
what is 30 divided by n=5?
If you're asking what is 30 divided by 5, the answer is 6.
