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Earn +20 ptsQ: When can you say a problem is researchable?
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When all required information is available to solve a problem it can be said that it is?
You might say several things about such a problem. One thing you can say is that it is clearly defined.
Why do you use division to solve a multiplication problem and multiplication to solve a division problem?
lets say that you're doing a division problem that looks just like a multiplication problem. lets say its 10 divided by 5 so 2x5 equals 10 so the missing number in the problem is 2 MORE TO COME
What is the name of the numbers in a addition problem?
Let's say we have the addition problem 1 + 2 = 3 1 and 2 are the addends. 3 is the sum.
When you multiply any number by 1 the product is that number?
yes it is. say the problem is 18,938,489x1= 18,938,489
Can associative property can be applied to the subtraction problem below when x equals 0 or 1?
I really can't say, because you're not letting me see the subtraction problem below.
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