1. if x and y are both even whole numbers. what is a possible solution for x + y?
a. 5
b. 9
c. 4.6
d. 8

2. assume n and m are both even whole numbers and m > n. what is a possible solution for m - n?
a. 16
b. 1/2
c. 0
d. -2

Respuesta :

1. The possible solution for x + y is 8 d

2. The possible solution for m - n is 16 a

Step-by-step explanation:

Lets explain some notes about the even numbers

  • Their sum is even
  • Their difference is even
  • Their product is even

1.

∵ x and y are both even whole numbers

∴ Their sum is even whole number

∵ 5 and 9 are odd numbers ⇒ impossible

∵ 4.6 is not a whole number ⇒ impossible

∵ 8 is an even whole number ⇒ possible

∴ x + y could be 8

The possible solution for x + y is 8

2.

∵ n and m are both even whole numbers

∵ m > n

∴ m - n must be positive even whole number

∵ 1/2 is not a whole number ⇒ impossible

∵ 0 is not a positive number ⇒ impossible

   (zero is not positive nor negative)

∵ -2 is not a positive number ⇒ impossible

∵ 16 is a positive even whole number ⇒ possible

∴ m - n could be 16

The possible solution for m - n is 16

Learn more:

You can learn more about the even numbers in brainly.com/question/5496711

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