[" 4.Verify: "],[" (a) "(-30)times[13+(-3)]=[(-30)times13]+[(-30)times(-3)]]

Verify -30times[13+(-3)]=[(-30)times13)+(-30)times(-3)]

Verify (-30)xx[13+(-3)] = [(-30)xx13]+[(-30)xx(-3)]

Verify the following: (i) 3/7 times (5/6 + 12/13) = (3/7 times 5/6) + (3/7 times 12/13)

Find the product: (-21)times(-30)

Multiply : 13times1/3

If 3 cards are drawn from a pack of 52 cards at random, then the probability of getting 2 cards from one suit and one card from another suit is (A) (^(4)C_(2)times^(13)C_(2)times^(13)C_(1))/(^(52)C_(3)) (B) (^(4)P_(2)times^(13)C_(2)times^(13)C_(1))/(^(52)C_(3)) (C) (1^(13)C_(2)times^(13)C_(1))/(^(52)C_(3)) (D) (1^(13)C_(2)times^(13)C_(1))/(^(52)C_(3))

Let's verify: (3)xx(-6)xx5 +8 =13

How many times 5 Is 30 ?

(7)/(8)times((17)/(13)+(14)/(13))=((7)/(8)times(14)/(13))+((7)/(8)times .....)