1. Based on the given probability distribution, is getting x = 4 significantly high? Explain using probabilities. P(r) 00.193 10.214 2 0.365 0.167 4 0.038 0.023 345

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In the Standard Normal Distribution, what is the probability of getting a z-score between
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Transcribed Image Text:お Σ * 00 B In the Standard Normal Distribution, what is the probability of getting a z-score between 3. -.54 and 1.68? Write both your answer and your Excel formula here. pod ovie 2...-4 Documer 132 OSL OCT 25 étv 3. MacBook Pro esc 《の i # 2$ % 2. 4. R qei caps lock F H shift N fn control option command
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Formulas: µ = D•P(x)
o = VE (x – µ)² · P(x)
d-u = rl
B.d.u^= 0
Based on the given probability distribution, is getting x = 4 significantly high?
1.
Explain using probabilities.
(x))
00.193
0.214
2 0.365
3.
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0.038
5.
0.023
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On a multiple choice test with 4 possible answer options for each question, assume a stuc
is randomly guessing answers for questions in a given section with 15 questions. If this student
exactly 8 questions correct, is this significantly high? Explain using the "“rule of thumb."
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Transcribed Image Text:* 00 T Formulas: µ = D•P(x) o = VE (x – µ)² · P(x) d-u = rl B.d.u^= 0 Based on the given probability distribution, is getting x = 4 significantly high? 1. Explain using probabilities. (x)) 00.193 0.214 2 0.365 3. 0.167 0.038 5. 0.023 ovie On a multiple choice test with 4 possible answer options for each question, assume a stuc is randomly guessing answers for questions in a given section with 15 questions. If this student exactly 8 questions correct, is this significantly high? Explain using the "“rule of thumb." 2. ovie ovie image Document ovie ...-4 audio ovie Oct Document Oct Oct 1 O Chat 132 OCT 25 MacBook Pro esc * > # 3 $ 4 i R tab n 人 A G caps lock S K shift B. fn control option command
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Introduction

Since you have asked multiple questions, we will solve the first question for you. If you want any specific question to be solved then please specify the question number or post only that question. 

The probability is the equal chance of occurrence given to all the observation involve in the population to enter in the sample. The probability of the discrete or continuous number of observations are listed with its probability values are known as probability distribution. 

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