Determine the equation of the tangent to the following function at x = 1, using an interval table (without graphing): y=x²-3x+5

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A: Maximum to find using graphical method

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Q: 61 + 6X2 + 63 = 6 3x1 + 42 + 7œვ = 1 −3 − 62 — 15ვ = 3

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Q: a₁ a₂ a3 az b₁ b₂ b3 = 5. C₁ C₂ C3

A: We have a1a2a3b1b2b3c1c2c3=5 Note- If any two rows are columns are same then its value is 0.

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Q: 1. Show that is a norm on ||x|| = max{|x₁|, |x2|, |x3|} R³. Do the same for ||x||1 = |x₁| +…

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Q: 4) Show that the average degree of a vertex in the triangulation is strictly less than 6.

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Q: 4. Which capital letters of the alphabet look the same after being rotated 180 ?

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Q: 3. Consider the function f(x) = {23x2₁ 1. For the limit lim f(x) = 3, 3x² (2x+1 x>1 a. Illustrate…

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Q: - -X برای x-h 5 = 6 => x-?

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Q: Prove that, for all sets A, B, and C, A ∩ B ⊂ A ⊂ A ∪ C

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