Recent content by MatheusMkalo

  1. M

    Proving cos(x)² = 1/(1+tan(x)²)

    cos²(x)+sin²(x) = 1 That?
  2. M

    Proving cos(x)² = 1/(1+tan(x)²)

    I don't understand your question sorry '-'... tan(x) = sin(x)/cos(x)..
  3. M

    Proving cos(x)² = 1/(1+tan(x)²)

    no... the demonstration of the formula..
  4. M

    Proving cos(x)² = 1/(1+tan(x)²)

    I tried to find, but fail =/
  5. M

    Proving cos(x)² = 1/(1+tan(x)²)

    I need a demonstration of how to get this formula
  6. M

    Proving cos(x)² = 1/(1+tan(x)²)

    Demontration of: cos(x)² = 1 \overline{1+tan(x)²} Anyone know? If you don't understand: cos(x)² = 1/1+tan(x)²
  7. M

    Solving Exponentiation Problem Without Logarithm

    No i don't see it '-' thank you very much xD
  8. M

    Solving Exponentiation Problem Without Logarithm

    Hehe i found that too but i can't put in function of alfa and beta =/ Answer in book is: \alpha6 \overline{\beta}3 But i don't know how to do.
  9. M

    Solving Exponentiation Problem Without Logarithm

    Problem in english: Whereas 2x = \alpha and 2y = \beta, write the expression (0,125)y-2x in function of \alpha and \beta Without logarithm...
  10. M

    Finding y = 2.3×10⁵ + 6.1×10⁶ + 3.2×10⁷ without a calculator

    If i compute 105 and others: 32000000+6100000+230000 = 38330000 But if i have 50 questions like that and 1 hour to do all the questions? '-' Don't have a easy way? Sorry, my english is bad.
  11. M

    Finding y = 2.3×10⁵ + 6.1×10⁶ + 3.2×10⁷ without a calculator

    Numeric value of y. y = 2.3*105+6.1*106+3.2*107 Without calculator, how? '-'
  12. M

    Undergrad Is Using Multi-Valued Operators for Proofs Risky?

    (-3)² = (\sqrt{9})² --> True -3 = \sqrt{9} --> False Wolfram Alpha result: False
  13. M

    Undergrad Who First Utilized Rigorous Proofs in Mathematics?

    http://img3.imageshack.us/img3/8660/aassa.png Who discover that?