Let's take 4 examples with numbers and show that division of integers do not follow the law of association.
`36 div { 18 div (-2)}`

Let's take 4 examples with numbers and show that division of integers do not follow the law of association. -12 div {(-8) div 2}

Let's take 4 examples with numbers and show that division of integers do not follow the law of association. 125 div {(-25) div (5)}

Let's take 4 examples with numbers and show that division of integers do not follow the law of association. 60 div {20div(-4)} ne (60 div 20) div (-4)

Find the value of 36 div {(18)div(-2)} .

Let us take 2 examples to show that the distributive law holds in case of multiplication but does not always hold for division of integers.

Let us take 2 examples to show that the commutative law holds in case of multiplication but does not hold for division of integers.

Let's express the following number in index from as power of 10 (taking 1,2 and 3 places of decimal). 1592170

Let's express the following number in index from as power of 10 (taking 1,2 and 3 places of decimal). 978

Let's verify if distributive law of multiplication holds for integers, in the following cases. (-2) xx {(-3) +(+ 2)} square (-2) xx (-3) + (-2) xx (+2) (=, !=)

Two dice are thrown and the sum of the number which come up on the dice is noted. Let us consider the following events associated with the experiment A: 'the sum is even'. B: 'the sum is a multiple of 3'. C: 'the sum is less than 4'. D: 'the sum is greater than 11'. Which pairs of these events are mutually exclusive?