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  • Q451
    [Q2.4.4 SolvedEx.5 · Maharashtra State Board (Class 12) — Application of Derivatives (Balbharati textbook)]
  • Q452
    [Q2.4.4 SolvedEx.6 · Maharashtra State Board (Class 12) — Application of Derivatives (Balbharati textbook)]
  • Q453
    [Q2.4.4 SolvedEx.7 · Maharashtra State Board (Class 12) — Application of Derivatives (Balbharati textbook)]
  • Q454

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    [QMisc I Q.1 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q455

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    [QMisc I Q.2 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q456

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    [QMisc I Q.3 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q457

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    [QMisc I Q.4 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q458

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    [QMisc I Q.5 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q459

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    [QMisc I Q.6 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q460

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    [QMisc I Q.7 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q461

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    [QMisc I Q.8 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q462

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    [QMisc I Q.9 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q463

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    [QMisc I Q.10 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q464

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    [QMisc I Q.11 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q465

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    [QMisc I Q.12 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q466
    [QMisc II Q.1 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Q467
    [QMisc II Q.2 · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Set · 4 questions
    Suppose that the functions fff and ggg and their derivatives with respect to xxx have the following values at x=0x = 0x=0 and x=1x = 1x=1. | xxx | f(x)f(x)f(x) | g(x)g(x)g(x) | f′(x)f'(x)f′(x) | g′(x)g'(x)g′(x) | |---|---|---|---|---| | 000 | 111 | 111 | 555 | 13\frac{1}{3}31​ | | 111 | 333 | −4-4−4 | −13-\frac{1}{3}−31​ | −83-\frac{8}{3}−38​ |
    • Q468
      [QMisc II Q.3 (i) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q469
      [QMisc II Q.3 (ii) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q470
      [QMisc II Q.3 (iii) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q471
      [QMisc II Q.3 (iv) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
  • Set · 4 questions
    Differentiate the following w. r. t. xxx
    • Q472
      [QMisc II Q.4 (i) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q473
      [QMisc II Q.4 (ii) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q474
      [QMisc II Q.4 (iii) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
    • Q475
      [QMisc II Q.4 (iv) · Maharashtra State Board (Class 12) — Differentiation (Balbharati textbook)]
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