A certain type of candle is packaged in boxes that measure 42 cm by 17 cm by 10 cm. The candle company that produced the above packaging has now designed shorter candles. A smaller box will be created by decreasing each dimension of the larger box by the same length. The volume of the smaller box will be at the most 2220 cm³. What are the maximum dimensions of the smaller box? Solve this problem algebraically. Please use The Factor Theorem.
A certain type of candle is packaged in boxes that measure 42 cm by 17 cm by 10 cm. The candle company that produced the above packaging has now designed shorter candles. A smaller box will be created by decreasing each dimension of the larger box by the same length. The volume of the smaller box will be at the most 2220 cm³. What are the maximum dimensions of the smaller box? Solve this problem algebraically. Please use The Factor Theorem.
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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Transcribed Image Text:A certain type of candle is packaged in boxes that measure 42 cm by 17 cm by 10 cm. The candle company that
produced the above packaging has now designed shorter candles. A smaller box will be created by decreasing
each dimension of the larger box by the same length. The volume of the smaller box will be at the most 2220
cm3. What are the maximum dimensions of the smaller box? Solve this problem algebraically. Please use The
Factor Theorem.
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