A certain substance decays so that each year 92% of the previous year's material is still present. How much of an initial 6 kilograms of material would remain after 3 years? (Report your answer to the...


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A certain substance decays so that each year<br>92% of the previous year's material is still<br>present. How much of an initial 6 kilograms<br>of material would remain after 3 years?<br>(Report your answer to the hundredths<br>place.)<br>Answer:<br>Check<br>After n years, how much of the initial<br>material would remain?<br>

Extracted text: A certain substance decays so that each year 92% of the previous year's material is still present. How much of an initial 6 kilograms of material would remain after 3 years? (Report your answer to the hundredths place.) Answer: Check After n years, how much of the initial material would remain?
The most populous country in the world is the<br>People's Republic of China. In 1995 its<br>population was extimated at 1,198,000,000.<br>The annual growth rate was about 1.11%.<br>Suppose that rate remains unchanged.<br>What was the population be in 2003?<br>Answer:<br>1158976 x<br>The correct answer is: 1308608392<br>Write an exponential equation P as a function<br>of n, the number of years after 1995<br>

Extracted text: The most populous country in the world is the People's Republic of China. In 1995 its population was extimated at 1,198,000,000. The annual growth rate was about 1.11%. Suppose that rate remains unchanged. What was the population be in 2003? Answer: 1158976 x The correct answer is: 1308608392 Write an exponential equation P as a function of n, the number of years after 1995

Jun 02, 2022
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