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Bingo: 12th grade calculus

Cut out the cards. The caller reads a question; if your card has the answer, cover it. Four in a row wins.

BINGO

2x + h + 411-30*x^4x = -316x^3+18x+22x+9-12x^2-24x-651/x^23x^2+12x+3x > −18x = 31772/sqrt(x)−3/x² + C

BINGO

9x^2-16x+11/x^217724*x^5-1*x^35x = -3812x^2-30x+183x^2+12x+32x + h-3x^3+x^2-x2/sqrt(x)-12x^2-24x-616x^3+18x+22x + h + 4

BINGO

111779x^2-16x+1-1*x^32x + hx > −1x < −22/sqrt(x)-3x^3+x^2-x16x^3+18x+2512x^2-30x+1824*x^5-12x^2-24x-63x^2+12x+33*x^2

BINGO

16x^3+18x+22x + h1779x^2-16x+18x < −2-3x^3+x^2-x2/sqrt(x)-30*x^42x + h + 4x = -3−3/x² + C1/x^224*x^512x^2-30x+18x = 3

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Caller's list: 12th grade calculus

Read the questions in any order. Tick each one as you call it.

  1. ☐ At what x is the gradient of y = x² + x − 6 equal to −5? (x = -3)
  2. ☐ Differentiate f(x) = 4x⁴ + 9x² + 2x − 18. (16x^3+18x+2)
  3. ☐ Differentiate y = 4x⁶. (24*x^5)
  4. ☐ Differentiate y = −6x⁵. (-30*x^4)
  5. ☐ For which values of x is f(x) = −x² − 4x − 2 increasing? (x < −2)
  6. ☐ Grace needs ∫ 6/x³ dx. Which answer is correct? (−3/x² + C)
  7. ☐ Find dy/dx when y = 3x³ − 8x² + x + 3. (9x^2-16x+1)
  8. ☐ Differentiate y = 4√x. (2/sqrt(x))
  9. ☐ Find dy/dx when y = (x + 5)(x + 4). (2x+9)
  10. ☐ For which values of x is f(x) = −3x² − 6x + 1 decreasing? (x > −1)
  11. ☐ Find d²y/dx² when y = −x⁴ − 4x³ − 3x² + x − 7. (-12x^2-24x-6)
  12. ☐ Find the gradient of y = x² − 18/x at x = 3. (8)
  13. ☐ Evaluate ∫ from 1 to 4 of (9x² − 4) dx. (177)
  14. ☐ Find ∫ (−9x² + 2x − 1) dx. Leave out the + C. (-3x^3+x^2-x)
  15. ☐ Find d²y/dx² when y = x⁴ − 5x³ + 9x² + 6x − 7. (12x^2-30x+18)
  16. ☐ Find ∫ −3x² dx. Leave out the + C. (-1*x^3)
  17. ☐ For f(x) = x² + 4x, simplify (f(x + h) − f(x))/h. (2x + h + 4)
  18. ☐ At what x is the gradient of y = x² + 4x − 4 equal to 10? (x = 3)
  19. ☐ What happens to (5x² + 1)/(x² − 3) as x → ∞? (5)
  20. ☐ Differentiate y = −1/x. (1/x^2)
  21. ☐ Find dy/dx when y = x³ + 6x² + 3x − 3. (3x^2+12x+3)
  22. ☐ Find ∫ 6x dx. Leave out the + C. (3*x^2)
  23. ☐ Find lim(x→−1) (2x² − 6x + 3). (11)
  24. ☐ For f(x) = x², simplify (f(x + h) − f(x))/h. (2x + h)

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