A and B toss a fair coin 50 times each simultaneously. Then find the probability that both of them will not get tails at the same toss

A and B toss a fair coin each simultaneously 20 times.Then the probability that both of them will not get tail at the same toss is equal to

A and B toss a fair coin each simultaneously 50 times. The probability that both of them will not get tail at the same toss is a. (3//4)^(50) b. (2//7)^(50) c. (1//8)^(50) d. (7//8)^(50)

A and B toss a fair coin each simultaneously 50 times. The probability that both of them will not get tail at the same toss is a. (3//4)^(50) b. (2//7)^(50) c. (1//8)^(50) d. (7//8)^(50)

Aa n dB toss a fair coin each simultaneously 50 times. The probability that both of them will not get tail at the same toss is a. (3//4)^(50) b. (2//7)^(50) c. (1//8)^(50) d. (7//8)^(50)

Aa n dB toss a fair coin each simultaneously 50 times. The probability that both of them will not get tail at the same toss is (3//4)^(50) b. (2//7)^(50) c. (1//8)^(50) d. (7//8)^(50)

A and B toss a fair coin each simultaneously 50 xx.The probability that both of them will not get tail at the same toss is (3/4)^(50) b.(2/7)^(50) c.(1/8)^(50) d.(7/8)^(50)

Each of A and B tosses a fair coin simultaneously 10 times. The probability that both of them will not get tail at the same toss is equal to

two fair coins are tossed simultaneously . Find the probability of getting two heads .