Math Solutions

[See Solution] What is the cube root of 2^15+3^6+6^32^7+6^5 ? Find the smallest positive value of x that maximizes 16 sin (4x) cos

Question:

  1. What is the cube root of \({{2}^{15}}+{{3}^{6}}+{{6}^{3}}{{2}^{7}}+{{6}^{5}}\) ?
  2. Find the smallest positive value of x that maximizes
\[16\sin \left( 4x \right)\cos \left( 4x \right)\]

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Solution: The downloadable solution consists of 1 pages
Deliverable: Word Document


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