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Grade 12 practice chapters

581–600 of 600 matching chapters · Page 30 of 30

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  1. Grade 12 · Chapter 581

    Binomial probability · Trial count n=16; Success probability p=0.05

    Use success count k=10. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=16; Success probability p=0.05.

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  2. Grade 12 · Chapter 582

    Cubic derivatives · Cubic coefficient a=-1.5; Linear coefficient b=2.5

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=-1.5; Linear coefficient b=2.5.

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  3. Grade 12 · Chapter 583

    Substitution and bounds · Exponent factor k=0.8; Final upper bound B=1.5

    Integrate from x=0 to x=0.9. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.8; Final upper bound B=1.5.

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  4. Grade 12 · Chapter 584

    Binomial probability · Trial count n=2; Success probability p=0.35

    Use success count k=1. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=2; Success probability p=0.35.

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  5. Grade 12 · Chapter 585

    Substitution and bounds · Exponent factor k=0.85; Final upper bound B=1.75

    Integrate from x=0 to x=1.05. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.85; Final upper bound B=1.75.

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  6. Grade 12 · Chapter 586

    Binomial probability · Trial count n=3; Success probability p=0.4

    Use success count k=2. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=3; Success probability p=0.4.

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  7. Grade 12 · Chapter 587

    Cubic derivatives · Cubic coefficient a=-0.5; Linear coefficient b=-3

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=-0.5; Linear coefficient b=-3.

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  8. Grade 12 · Chapter 588

    Substitution and bounds · Exponent factor k=0.9; Final upper bound B=2

    Integrate from x=0 to x=1.2. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.9; Final upper bound B=2.

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  9. Grade 12 · Chapter 589

    Binomial probability · Trial count n=4; Success probability p=0.45

    Use success count k=3. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=4; Success probability p=0.45.

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  10. Grade 12 · Chapter 590

    Cubic derivatives · Cubic coefficient a=0; Linear coefficient b=-2.5

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=0; Linear coefficient b=-2.5.

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  11. Grade 12 · Chapter 591

    Substitution and bounds · Exponent factor k=0.95; Final upper bound B=0.5

    Integrate from x=0 to x=0.3. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.95; Final upper bound B=0.5.

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  12. Grade 12 · Chapter 592

    Binomial probability · Trial count n=5; Success probability p=0.5

    Use success count k=3. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=5; Success probability p=0.5.

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  13. Grade 12 · Chapter 593

    Cubic derivatives · Cubic coefficient a=0.5; Linear coefficient b=-2

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=0.5; Linear coefficient b=-2.

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  14. Grade 12 · Chapter 594

    Substitution and bounds · Exponent factor k=1; Final upper bound B=0.75

    Integrate from x=0 to x=0.45. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=1; Final upper bound B=0.75.

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  15. Grade 12 · Chapter 595

    Binomial probability · Trial count n=6; Success probability p=0.55

    Use success count k=4. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=6; Success probability p=0.55.

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  16. Grade 12 · Chapter 596

    Cubic derivatives · Cubic coefficient a=1; Linear coefficient b=-1.5

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=1; Linear coefficient b=-1.5.

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  17. Grade 12 · Chapter 597

    Substitution and bounds · Exponent factor k=0.1; Final upper bound B=1.75

    Integrate from x=0 to x=1.05. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.1; Final upper bound B=1.75.

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  18. Grade 12 · Chapter 598

    Binomial probability · Trial count n=7; Success probability p=0.6

    Use success count k=4. Calculate P(X=k), P(X≤k), and the expected count. Givens: Trial count n=7; Success probability p=0.6.

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  19. Grade 12 · Chapter 599

    Cubic derivatives · Cubic coefficient a=1.5; Linear coefficient b=-1

    Evaluate at x=0.4. Find the function value and first and second derivatives at that input. Givens: Cubic coefficient a=1.5; Linear coefficient b=-1.

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  20. Grade 12 · Chapter 600

    Substitution and bounds · Exponent factor k=0.15; Final upper bound B=2

    Integrate from x=0 to x=1.2. Find the transformed upper bound under u=kx² and the exact integral, then give a decimal approximation. Givens: Exponent factor k=0.15; Final upper bound B=2.

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