in 1900, half of the babies born in America were born with blue eyes. Which simulation could be used to find the probability that 3 out of 4 babies born had blue eyes? A.) Toss a coin two times B.) Spin a spinner with 4 equal sections two times C.) Roll a six sided number cube two times******* D.) Picks a card from 10 cards two times.

Just making sure my answer is correct? C

since all the probabilities on a toss of a number cube are multiples of 1/6, how are you going to use it to simulate a value of 3/4 ?

JUST LIKE HE SAID JUST CHECK TO SEE IF IT IS CORRECT JUST DON`T PUT SOME STUFF THAT YOU COPY FROM THE INTERNET!!

Yes, your answer is correct. The simulation that could be used to find the probability that 3 out of 4 babies born had blue eyes is rolling a six-sided number cube two times (option C). Rolling a number cube is similar to the scenario of babies being born with blue eyes because both situations involve independent events with multiple outcomes. Rolling a six-sided number cube twice allows for four possible outcomes for each baby (two possibilities for blue eyes and four babies in total), which aligns with the scenario described. By conducting this simulation multiple times and keeping track of the number of times 3 out of 4 babies have blue eyes, you can estimate the probability.

i am sorry for my language just now :(