Methods 1/2 crossword

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Across
  1. 1. the product of the gradients of two linear lines which are perpendicular equals to __________ one
  2. 7. Pr(A|B)=Pr(A∩B)/Pr(B) is the ___________ probability formula
  3. 12. if Pr(A∩B)=0 then the events A and B are said to be
  4. 14. a point on the function with a gradient of zero is called a _________ point
  5. 16. a linear line which touches a function once is called a _______
  6. 17. multiplying every y-value on a function by a factor corresponds to a _________ factor from the x-axis
  7. 20. a parabola will have two x-intercepts provided that its discriminant is ________ than zero
  8. 21. if two linear lines never meet then they are said to be
  9. 23. if f'(x)>0 then the function f is said to be strictly __________
  10. 24. sin^2(x)+cos^2(x) equals to
  11. 27. math is
  12. 28. tan(0) equals to
  13. 30. if f(x) is a cubic function then its derivative f'(x) will be a __________
  14. 31. the derivative function gives the ________ at any point on the function
  15. 32. if two linear lines are collinear both their gradients and y-intercepts are the ____
Down
  1. 2. if Pr(A∩B)=Pr(A)Pr(B) then the events A and B are said to be
  2. 3. the product of speed and time is
  3. 4. two linear lines will always have one intersection if their gradients are
  4. 5. for a function to have an inverse it is
  5. 6. inverse functions are related by a __________ across the line y=x
  6. 8. the distance formula is a fancy version of the __________ theorem
  7. 9. 2^x has one ___________ asymptote
  8. 10. 1/x is known as a _________ function
  9. 11. the line in which a function always approaches but never touches is called an ___________
  10. 13. the derivative provides the ____________ rate of change of a function
  11. 15. a parabola will have no x-intercepts provided that its discriminant is ____ than zero
  12. 18. integration provides the ______ bounded between the curve and the x-axis
  13. 19. probability of tossing a head with a fair coin is a ____
  14. 22. 1/(x)^2 is known as ________ function
  15. 23. if a cubic has only one stationary point this point is called a stationary point of __________
  16. 25. the inverse of an exponential is known as a ____________
  17. 26. the midpoint of two coordinates is found by finding the _________ of the two coordinates
  18. 29. if g(x) is a quadratic then its antiderivative G(x) will be a _____