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60 50 40 30- 20 10- 10 20 30 40 50 60 70 80 90 100 110 120 The daily receipts R( t) in millions of dollars of the movie "The Hunger Games" after its opening on 23 March 2012 has an exponential model shown above with the following equation. R(t) = 65.139 0.951¹. Interpret R( 112 ) = 0.234. The receipts 112 days after the opening were 0.234 million. The receipts 112 days after the opening were $0.234. The receipts 112 days after the opening were $0.234 million. Interpret R'(112) = = -0.012. The receipts 112 days after the opening were decreasing by 0.012. O The receipts 112 days after the opening were decreasing by 0.012 million. The receipts 112 days after the opening were increasing by $0.012 million per day. The receipts 112 days after the opening were decreasing by 0.012 million per day. The receipts 112 days after the opening were decreasing by $0.012 million per day.

60 50 40 30- 20 10- 10 20 30 40 50 60 70 80 90 100 110 120 The daily receipts R( t) in millions of dollars of the movie "The Hunger Games" after its opening on 23 March 2012 has an exponential model shown above with the following equation. R(t) = 65.139 0.951¹. Interpret R( 112 ) = 0.234. The receipts 112 days after the opening were 0.234 million. The receipts 112 days after the opening were $0.234. The receipts 112 days after the opening were $0.234 million. Interpret R'(112) = = -0.012. The receipts 112 days after the opening were decreasing by 0.012. O The receipts 112 days after the opening were decreasing by 0.012 million. The receipts 112 days after the opening were increasing by $0.012 million per day. The receipts 112 days after the opening were decreasing by 0.012 million per day. The receipts 112 days after the opening were decreasing by $0.012 million per day.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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60- 50 40- 30- 20- 10 10 20 30 40 50 60 70 80 90 100 110 120 The daily receipts R( t ) in millions of dollars of the movie "The Hunger Games" after its opening on 23 March 2012 has an exponential model shown above with the following equation. R(t) = 65.139-0.951¹. Interpret R( 112 ) = 0.234. O The receipts 112 days after the opening were 0.234 million. O The receipts 112 days after the opening were $0.234. O The receipts 112 days after the opening were $0.234 million. Interpret R'(112) = -0.012. O The receipts 112 days after the opening were decreasing by 0.012. O The receipts 112 days after the opening were decreasing by 0.012 million. O The receipts 112 days after the opening were increasing by $0.012 million per day. The receipts 112 days after the opening were decreasing by 0.012 million per day. O The receipts 112 days after the opening were decreasing by $0.012 million per day.
Transcribed Image Text:60- 50 40- 30- 20- 10 10 20 30 40 50 60 70 80 90 100 110 120 The daily receipts R( t ) in millions of dollars of the movie "The Hunger Games" after its opening on 23 March 2012 has an exponential model shown above with the following equation. R(t) = 65.139-0.951¹. Interpret R( 112 ) = 0.234. O The receipts 112 days after the opening were 0.234 million. O The receipts 112 days after the opening were $0.234. O The receipts 112 days after the opening were $0.234 million. Interpret R'(112) = -0.012. O The receipts 112 days after the opening were decreasing by 0.012. O The receipts 112 days after the opening were decreasing by 0.012 million. O The receipts 112 days after the opening were increasing by $0.012 million per day. The receipts 112 days after the opening were decreasing by 0.012 million per day. O The receipts 112 days after the opening were decreasing by $0.012 million per day.
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