After peering into a wishing well, Jocelyn hypothesizes that the distribution of coins is 50% quarters, 20% dimes, 20% nickels, and 10% pennies. To investigate this claim, she reaches in, mixes the coins well, and selects a rando sample of 80 coins. She counts how many coins there are of each type. She would like to know if her observed distribution provides convincing evidence that the true distribution of coins in the well is different from what she originally thought. What are the appropriate hypotheses? Ho: Pquarter = 0.5, P dime = 0.2, Pnickel = 0.2, Ppenny = 0.1 H: Not all of the p,s are as stated. Ho: Not all of the p;s are as stated. Hoi Pquarter = 0.5, P dime =0.2, Pnickel = 0.2, Ppenny = 0.1 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, ppenny =8 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8 Ha: Pquarter 40, P dime # 16, Pnickel = 16, Ppenny *8

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After peering into a wishing well, Jocelyn hypothesizes that the distribution of coins is 50% quarters, 20% dimes,
20% nickels, and 10% pennies. To investigate this claim, she reaches in, mixes the coins well, and selects a rando
sample of 80 coins. She counts how many coins there are of each type. She would like to know if her observed
distribution provides convincing evidence that the true distribution of coins in the well is different from what she
originally thought. What are the appropriate hypotheses?
Ho: Pquarter = 0.5, P dime = 0.2, Pnickel = 0.2, Ppenny = 0.1
H: Not all of the p,s are as stated.
Ho: Not all of the p;s are as stated.
Hoi Pquarter = 0.5, P dime =0.2, Pnickel = 0.2, Ppenny = 0.1
Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, ppenny =8
Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8
Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8
Ha: Pquarter 40, P dime
# 16, Pnickel
= 16,
Ppenny *8
Transcribed Image Text:After peering into a wishing well, Jocelyn hypothesizes that the distribution of coins is 50% quarters, 20% dimes, 20% nickels, and 10% pennies. To investigate this claim, she reaches in, mixes the coins well, and selects a rando sample of 80 coins. She counts how many coins there are of each type. She would like to know if her observed distribution provides convincing evidence that the true distribution of coins in the well is different from what she originally thought. What are the appropriate hypotheses? Ho: Pquarter = 0.5, P dime = 0.2, Pnickel = 0.2, Ppenny = 0.1 H: Not all of the p,s are as stated. Ho: Not all of the p;s are as stated. Hoi Pquarter = 0.5, P dime =0.2, Pnickel = 0.2, Ppenny = 0.1 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, ppenny =8 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8 Ho: Pquarter = 40, Pdime = 16, Pnickel = 16, Ppenny =8 Ha: Pquarter 40, P dime # 16, Pnickel = 16, Ppenny *8
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