Question: Determine the probability that Biden will win given the map below with states voting for Biden in blue adding up to 259 votes and states

Determine the probability that Biden will win given the map belowwith states voting for Biden in blue adding up to 259 votes and states in red voting for Trump with 188 votes (For each of the five toss-up states use p=0.51 voting Republican, and 1-p = 0.49 voting Democrat). Thendetermine the probability that Trump will win, given the same map. Note that 270 electoral college votes are needed to win. (For each of the five toss-up states use p=0.51 voting Republican, and 1-p = 0.49 voting Democrat). Please show your work on how you calculated each probability for full credit.

Democrats * 259 188 Republicans 91 WA 12 MT ME 3 ND 3 1 MN OR 10 3 NH SD WI NY 10 MI 29 3 PA NE NV 6 4 1 OH MA 11 20 IN 18 UT CA co WV RI 4 55 KS MO 5 13 6 10 KY CT 7 NC NJ 14 TN 15 AZ OK DE 3 NM AR 5 6 SC MD 10 MS GA 6 270 DC 3 TX LA 2WIN AK FL HI A

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock blur-text-image

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Students Have Also Explored These Related Mathematics Questions!

Algorithms in Artificial Intelligence (or, the old name: Introduction to Algorithmic Decision Making) Part 1 Based on slides by David Sarne and Lirong Xia Course Tentative Schedule Introduction...

What is Court Packing By Andrea Alexander of Rutgers Today The confirmation of Supreme Court Associate Justice Amy Coney Barrett eight days before the election by a partisan 52-48 vote has renewed...

Chapter Six Union Organizing Campaigns This chapter is the first of two chapters that examine how unions organize new bargaining units and how and why employers attempt to avoid being unionized....

Please evaluate Pepsi Refresh Project from different perspectives: 1.Break-Even perspective: a.How much sales (by %) should Pepsi increase in order to cover the expenses on Refresh Project? (5 pts.)...

(mba 5900) (please type the answer to question number 3 only question number 3 needs to be answered)( please use a plagarize checker) only question 3 needs to be answered Case questions: Under...

1. One year from today you will deposit $500. How much will you have 3.5 years from today? The continuously compounded annual interest rate is 14%. 2. A company will produce cash flows of either $4...

subject HR O With n = 150, they would discover an effect of d = 0.30 with a probability of 0.86 Question 23 1 pts Joe Biden gathered data to assess whether the score on a verbal memory task (e.g....

1.Two years from today, a company will produce cash flows of either $4 million (with probability = 0.4) or $1 million. r=15% a. In expectation, how much will the company produce? b. What is the...

1.Your friend agrees to pay you $1,000 if Biden wins re-election exactly 4 years from today. You agree to pay $2,500 if he does not win. r=20%. Assume that the bet is fair, and neither of you...

Environmentalists and others have long pointed out the waste caused by the excess use of paper and plastic in packaging U.S. goods. In recent years, some companies have worked to reduce the amount of...

A heat exchanger, shown in Fig. P6.86, is used to cool an air flow from 800 K to 360 K, both states at 1 MPa. The coolant is a water flow at 15C, 0.1 MPa. If the water leaves as saturated vapor, find...

Alikaj Company found that one of its manufacturing cells had actual cycle time of 15 minutes per unit. The theoretical cycle time for this cell was 12 minutes per unit. Required: 1. Calculate the...

The City Commission of Nashville has decided to build a botanical garden and picnic area in the heart of the city for the recreation of its citizens. The precedence table for all the activities...

The personal characteristics of the sender

The quality of the argumentation

The status rule: We tend to have more confidence in information presented by someone who has a relatively high status and rank in society than by someone who hasnt.