IM 8.7.14 Practice: Multiplying, Dividing, and Estimating with Scientific Notation

Evaluate each expression. Use scientific notation to express your answer.
How many bucketloads would it take to bucket out the world’s oceans? Write your answer in scientific notation.
Some useful information:[br][list][*]The world’s oceans hold roughly [math]1.4\times10^9[/math] cubic kilometers of water.[/*][*]A typical bucket holds roughly 20,000 cubic centimeters of water.[/*][*]There are [math]10^{15}[/math] cubic centimeters in a cubic kilometer.[/*][/list]
The graph represents the closing price per share of stock for a company each day for 28 days.
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[/img][br][br]What variable is represented on the horizontal axis?
In the first week, was the stock price generally increasing or decreasing?
During which period did the closing price of the stock decrease for at least 3 days in a row?
[size=100][size=150]Write an equation for the line that passes through [math](\text{-}8.5,11)[/math] and [math](5,\text{-}2.5)[/math].[/size][/size]
Explain why triangle [math]ABC[/math] is similar to triangle [math]CFE[/math]. 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[/img]
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Information: IM 8.7.14 Practice: Multiplying, Dividing, and Estimating with Scientific Notation