<prompt> Monyetla ke ofe oa ho fumana mehatla ka ho phethola chelete ea tšepe makhetlo a 10?nan  <response>: Instruction in English: What is the probability of getting tails in flipping a fair coin 10 times? . Response in English: The probability of getting tails on a single flip of a fair coin is 12 or 0.5 because there are two equally likely outcomes tails or heads. Assuming each flip is independent, you can calculate the probability of getting a tails on each of the 10 flips by taking 0.510, which equals the roughly 0.000976 or about 0.098. However, if you mean getting at least one tails result in 10 flips, the probability would be 1 - the probability of getting no tails at all i.e. 10 heads, which is 1 - 0.510 0.9990234, or roughly 99.9. . Response in Sesotho: Monyetla oa ho fumana mehatla ka leqhubu le le leng la chelete ea tšepe e nepahetseng ke 12 kapa 0.5 hobane ho na le liphetho tse peli tse tšoanang mehatla kapa lihlooho. Ho nka hore flip e ngoe le e ngoe e ikemetse, u ka bala monyetla oa ho fumana mohatla ho e ngoe le e ngoe ea li-flips tse 10 ka ho nka 0.510, e lekanang le hoo e ka bang 0.000976 kapa hoo e ka bang 0.098. Leha ho le joalo, haeba u bolela ho fumana bonyane mohatla o le mong ho fella ka li-flips tse 10, monyetla e ka ba 1 - monyetla oa ho se fumane mehatla ho hang ke hore lihlooho tse 10, e leng 1 - 0.5 10 0.9990234, kapa hoo e ka bang 99.9 . 