A piece of paper is in the form of a sector, making an angle tita. The paper is rolled to form a right circular cone of radius 5 cm and height 12 cm. Then the value of tita
is (in radians)__
Answers
Answer:
expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digitsexpand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digitsexpand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)expand tan(x+pi/4) as far as the term X power 4 and evaluate tan 46.5 degree up to four significant digits(2p-3)(3p+4) = (2p+3)(3p-1)
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