6x3 and 3x6 both equal 18, so their results are the same. However, they differ in their arrangement; 6x3 emphasizes multiplying 6 by 3, while 3x6 emphasizes multiplying 3 by 6. This distinction can be important in contexts like area calculation or when considering grouping in word problems. Despite the difference in order, the commutative property of multiplication confirms that the outcome remains unchanged.
3x6=18 and 6x3=18
because 3x6=18 and 6x3=18 so that is the answer
The communative property is that if you switch digits around in an equation that is multiplication or addition, you get the same outcome anyway. Examples: 6x3=18 3x6=18 4+28=32 28+4=32
-3x6-25 is equal to -43
8x3=24 6x3=18 24-18=6 so the answer is 6
3x6=18 and 6x3=18
because 3x6=18 and 6x3=18 so that is the answer
9x2 . 2x9 . 18x1 . 1x18 . 3x6 . 6x3 all = 18
The communative property is that if you switch digits around in an equation that is multiplication or addition, you get the same outcome anyway. Examples: 6x3=18 3x6=18 4+28=32 28+4=32
-3x6-25 is equal to -43
6X3 is 6, 3 times. 6, 3 times is 6+6+6. 6+6+6=18. 6X3=18. :)
8x3=24 6x3=18 24-18=6 so the answer is 6
3x6 = 18
6x3/12x = 6/12 * x3/x = 0.5*x2
14
3x6
-6x3 + 4x7 - 0.8x2 + x4 - 5x5 = 4x7 - 5x5 + x4 - 6x3 - 0.8x2 = x2 (4x5 - 5x3 + x2 - 6x - 0.8)