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Exam Part 1: Objective Questions. This part of the exam is objective and consists of 50 multiple choice questions. Each question is worth 2 points each. Exam Part 1: Objective Questions is due by than Sunday, 4/7th @ 11:59 pm. You do not need a calculator or scratch paper for this part of the exam.

The book discusses struggling students Maya, Zach, and Michael.  How would you target students in your classroom who are identified as not proficient on their high-stakes state assessments? Include the assessment you would use, describe what that assessment measures, and why you would use that assessment? The book mentions finding the “where” and the “what” for your students. 

Teachers want a simple way to quickly and efficiently check their entire class’s ability to comprehend the key ideas and concepts as presented in the content-area textbook. At the beginning of the year, they could do what to asses the comprehension of the class?  Why is that assessment appropriate?  How is it administered?  What information will the teachers gain from this assessment?

If a 5th grader is reading 108 WCPM for the MOY benchmark, where would the student be placed?  

Question 2 You visit a carnival where one of the games is a “Ring Toss Challenge.” Each participant has three rings to toss onto a peg for a chance to win a prize. The probability of successfully landing a ring on the peg during a single toss is 0.35. Assume that the outcomes of individual tosses are independent of each other. On average, how many rings can a typical customer expect to land on the peg out of three tosses?

Question 3 A company manufactures light bulbs that have a lifespan that is normally distributed with a mean (μ) of 1200 hours and a standard deviation (σ) of 75 hours. What is the probability that a randomly selected light bulb lasts more than 1100 hours?

Question 4 A company manufactures light bulbs that have a lifespan that is normally distributed with a mean (μ) of 1200 hours and a standard deviation (σ) of 75 hours. What is the probability that a randomly sampled light bulb lasts between 1100 and 1250 hours?

Question 11 A survey reported that 35% of consumers prefer online shopping over in-store shopping. A researcher collects a new random sample of 500 consumers to verify this claim and calculates the sample proportion (

Question 8 A company estimates that 30\% of its customers make repeat purchases. The marketing team surveys N = 160 customers. What is the probability that 35\% or more of the surveyed customers make repeat purchases?

What is the solar activity cycle?