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mathispower4u

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  • Determine Indefinite Integrals Using U-substitution: RadicalsMathispower4u06:22May, 202255backgroundvideo thumbnail for: Determine Indefinite Integrals Using U-substitution: Radicals
  • Find an Antiderivative with an Initial ConditionMathispower4u02:33May, 202251backgroundvideo thumbnail for: Find an Antiderivative with an Initial Condition
  • Area Using Approximating Left/Right Rectangles: Amount of Water from Flow RateMathispower4u08:00May, 202258backgroundvideo thumbnail for: Area Using Approximating Left/Right Rectangles: Amount of Water from Flow Rate
  • Newton's Method: Find the Location of a Maximum Value Using a Table In Desmos (y=sin(x)-2x^2)Mathispower4u06:35Apr, 202279backgroundvideo thumbnail for: Newton's Method: Find the Location of a Maximum Value Using a Table In Desmos (y=sin(x)-2x^2)
  • Evaluate a Definite Integral with a Trigonometric Function: a*csc(x)cot(x)Mathispower4u03:18May, 202246backgroundvideo thumbnail for: Evaluate a Definite Integral with a Trigonometric Function: a*csc(x)cot(x)
  • Newton's Method: Find the Location of a Maximum Value Using MOER App (y=e^(x/3)-x^2)Mathispower4u05:28Apr, 202252backgroundvideo thumbnail for: Newton's Method: Find the Location of a Maximum Value Using MOER App (y=e^(x/3)-x^2)
  • Evaluate Definite Integrals from a Graph Using AreaMathispower4u05:31May, 202230backgroundvideo thumbnail for: Evaluate Definite Integrals from a Graph Using Area
  • Evaluate a Definite Integral Using the Power Rule: Simplify with Exponent Rules FirstMathispower4u03:21May, 202233backgroundvideo thumbnail for: Evaluate a Definite Integral Using the Power Rule: Simplify with Exponent Rules First
  • Evaluate a Definite Integral: Product of Monomial and Squared BinomialMathispower4u03:47May, 202225backgroundvideo thumbnail for: Evaluate a Definite Integral: Product of Monomial and Squared Binomial
  • Determine an Indefinite Integral in the Form: a*sec(x)(b*sec(x)+c*tan(x))Mathispower4u03:14May, 202226backgroundvideo thumbnail for: Determine an Indefinite Integral in the Form: a*sec(x)(b*sec(x)+c*tan(x))
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