3) In 1990, the sale prices of homes in San Diego area was approximately normal with a mean of $150,000 and a standard deviation of $25,000. a) A house had a sale price of $175,000. Find the probability below this house price. Round to 4 decimals. b) The middle 75% of the data was highly competitive house prices in the 90s. Find those house prices. Round to two decimal places.

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3) In 1990, the sale prices of homes in San Diego area was approximately normal with a
mean of $150,000 and a standard deviation of $25,000.
a) A house had a sale price of $175,000. Find the probability below this house price.
Round to 4 decimals.
b) The middle 75% of the data was highly competitive house prices in the 90s. Find those
house prices. Round to two decimal places.
4) If X is normally distributed, find u given the following information. Round to 1 decimal:
o = 2.1
15% of the data is below 34
Transcribed Image Text:3) In 1990, the sale prices of homes in San Diego area was approximately normal with a mean of $150,000 and a standard deviation of $25,000. a) A house had a sale price of $175,000. Find the probability below this house price. Round to 4 decimals. b) The middle 75% of the data was highly competitive house prices in the 90s. Find those house prices. Round to two decimal places. 4) If X is normally distributed, find u given the following information. Round to 1 decimal: o = 2.1 15% of the data is below 34
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