I am having some trouble in my Probability and Statistics class. Please will someone help me figure this out.

rep - UVIV.UJ - UV Ull Try - UUIV.TJ - QU Since np > 10 and nq 2 10, we can conclude that p is approximately a normal distribution with . mean up = 0.6 and . standard deviation np 0.6(0.4) 0.24 Op. n 50 50 0.0693 (which is very close to what we saw in our simulation, standard error = 0.063). Now find the approximation for samples of size 250. Is the standard deviation close to the standard error found in the simulation (standard error = 0.030)? pq Op 010 x (Round to the nearest n thousandth). Is the standard deviation close to the standard deviation (standard error) found in the simulation? Yes * Check