Danziel says that when finding the sum of two numbers, the order of the addends does not matter because the sum will be the same.
Is Danziel correct?
(1 point)
Responses
Danziel is incorrect. Changing the order of the addends changes the sum. For example, 21+32=53
, but 32+21
does not equal 53
.
Danziel is incorrect. Changing the order of the addends changes the sum. For example, 21 + 32 = 53 , but 32 + 21 does not equal 53 .
Danziel is incorrect. Changing the order of the addends changes the sum into a product. For example, 21+32=32×21
.
Danziel is incorrect. Changing the order of the addends changes the sum into a product. For example, 21 + 32 = 32 × 21 .
Danziel is incorrect. Changing the order of the addends changes the sum into a difference. For example, 21+32=32−21
.
Danziel is incorrect. Changing the order of the addends changes the sum into a difference. For example, 21 + 32 = 32 - 21 .
Danziel is correct. Changing the order of the addends does not change the sum. For example, 21+32=32+21
.