1.) Associative Property of Addition
This property states that: a+(b+c)=(a+b)+c. It essentially is stating that when multiplying or adding, the order in which numbers are grouped does not matter.
2.) Multiplication Property of Zero
This property states that a•0=0. It is essentially stating that a number multiplied by zero is always zero. For example, if you have 5 friends and want to give each friend 0 cookies, then they all get 0 cookies.
3.) Identity Property of Multiplication.
This property states that a•1=a. In other words, a number multiplied by 1 is always that number. Example: 6•1=6.
4.) Commutative Property of Multiplication.
This property states that a•b=b•a. It states that the order in which numbers are multiplied does not matter.
This would be a percent increase, so the formula would be:
New amount - Original amount / Original amount
Replace the numbers:
440 - 154 / 440
Simplify.
286 / 440
The chance would be 0.65, or 65%.
Answer:
both values 0 and 1 will prove that Qwanell is incorrect
Step-by-step explanation:
Regardless of what number n is being multiplied by, both values 0 and 1 will prove that Qwanell is incorrect. That is because 0 will cause the product of the number to be 0 as well which will either decrease or cause the number to be the same if it is multiplied by 0 as well. If a number is multiplied by 1 it will not increase at all, instead it will simply remain the same. Both of which prove that not all products are greater than the numbers being multiplied.
Answer:
5
35
56
Step-by-step explanation:
8 x 7 = 56
Subtract 21 (3x7) from 56 (8x7) to get 35
Divide 35 by the given value 7 to get 5
5 x 7 = 35
35 + 21 = 56
I wasn’t sure if I should include all the numbers if they were doubles but you get the idea. Hope this helps!
