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can you expand on the problem? it doesn't make any sense as stated.
Thats the question in my textbook. I didn't understand it either, thats why i posted it. lol
this is an odd question isn't the word easier like an opinion?
Yes, very odd! I think its saying like what ways is it easier to compute the sum of two fractions than to compute the product of the same two fractions.
??? i have no idea haha
adding involves multiplying when the denominators aren't the same so i guess it easier to add fractions when they have same denominator
5/25+6/25 is easier to compute mentally than 5/25 *6/25
6/352+52/352 is easier to compute mentally than 6/352 *52/352
I see what your trying to say.
so i would say it is to add two fractions with them same denominator than to multiply these two fractions (for really big numbers in the denominator)
The sum of two fractions would be easier to computer than the product of the same two fractions when the two fractions have the same denominators....
it is still easy to multiply numbers with the same denominators when the numbers are small l