1. A fair die is tossed 450 times. Let X denote the number of times that a number


1. A fair die is tossed 450 times. Let X denote the number of times that a number < 4 is obtained.<br>a) Write a formula for the probability P(X = k) (0 < k< 450).<br>b) Write the sum describing the probability P(X < 305)<br>c) Find a numerical approximation for the probability P(X < 305); make sure to write the formula<br>you are using to obtain the approximation. (Use an approximation that dates back to before computers, and<br>do not evaluate the formula you wrote in Part b on computer. You can use the table given at the website<br>for the course.)<br>

Extracted text: 1. A fair die is tossed 450 times. Let X denote the number of times that a number < 4="" is="" obtained.="" a)="" write="" a="" formula="" for="" the="" probability="" p(x="k)" (0=""><>< 450).="" b)="" write="" the="" sum="" describing="" the="" probability="" p(x="">< 305)="" c)="" find="" a="" numerical="" approximation="" for="" the="" probability="" p(x="">< 305);="" make="" sure="" to="" write="" the="" formula="" you="" are="" using="" to="" obtain="" the="" approximation.="" (use="" an="" approximation="" that="" dates="" back="" to="" before="" computers,="" and="" do="" not="" evaluate="" the="" formula="" you="" wrote="" in="" part="" b="" on="" computer.="" you="" can="" use="" the="" table="" given="" at="" the="" website="" for="" the="">

Jun 03, 2022
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