70. Bachelor's Degrees Earned. The exponential function D(t) = 347(1.024)' gives the number of bachelor's degrees, in thou- sands, earned in the United States t years after 1970 (Sources: National Center for Educational Statistics; U.S. Department of Education). Find the number of bachelor's degrees earned in 1985, in 2000, and in 2014. Then estimate the number of bachelor's degrees that will be earned in 2020. Round to the nearest thousand degrees.

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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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**Bachelor's Degrees Earned**

The exponential function \( D(t) = 347(1.024)^t \) gives the number of bachelor's degrees, in thousands, earned in the United States \( t \) years after 1970 (Sources: National Center for Educational Statistics; U.S. Department of Education). 

Find the number of bachelor's degrees earned in 1985, in 2000, and in 2014. Then estimate the number of bachelor's degrees that will be earned in 2020. Round to the nearest thousand degrees.
Transcribed Image Text:**Bachelor's Degrees Earned** The exponential function \( D(t) = 347(1.024)^t \) gives the number of bachelor's degrees, in thousands, earned in the United States \( t \) years after 1970 (Sources: National Center for Educational Statistics; U.S. Department of Education). Find the number of bachelor's degrees earned in 1985, in 2000, and in 2014. Then estimate the number of bachelor's degrees that will be earned in 2020. Round to the nearest thousand degrees.
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