Which one of the following is a rule of multiplication? The product of a whole number and 1 is never the same whole number. The
product of a whole number and zero is the same whole number. The way you group numbers in a series of multiplication problems doesn’t change the final product. The order in which you multiply two whole numbers changes the product.
The answer would be C.) The way you group numbers in a series of multiplication problems doesn't change the final product. A. is invalid because any whole number x 1 would be that whole number as the product. B. Is invalid because any number x 0 will be 0. D. is invalid because you can multiply in any way as long as the number's value (example, 1 turning into -1 without any multiplication of -1) does not change during the process.
Based on the provided choices, it would appear that the second statement is correct. Multiplying a number by 1 will sometimes keep that number at the same value, while the PEMDAS method disproves the third statement. The last statement is false because it should not matter the order of multiplication with only two numbers.
The product of a whole number and zero is the same whole number is correct as the number will always be zero.
3 parts blue and 2 parts red equals 5 parts. 40 pints divided by 5 parts equals 8. So 3 parts blue x 8 =24 parts blue. 2 parts red is 16 and 24 plus 16 does equal 40
