How to use Calculator for Evaluate Multiple Integrals - Easy Techniques

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  • Опубліковано 5 лют 2025
  • In this video, we will explore easy techniques for using a calculator to evaluate Multiple Integrals. We will begin by reviewing the basics of Multiple Integrals and discussing the benefits of using a calculator to solve complex problems.
    We will then examine the different types of calculators available for solving Multiple Integrals and discuss the pros and cons of each type. We will cover the procedure for inputting Multiple Integrals into the calculator and the syntax for evaluating them.
    Additionally, we will discuss some tips and tricks for using a calculator to simplify the process of solving Multiple Integrals. We will work through examples and provide clear explanations to help you understand how to use a calculator to solve Multiple Integral
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КОМЕНТАРІ • 30

  • @teachtheway6654
    @teachtheway6654 Рік тому +8

    Wow I used this technique to solve triple integral in less than a minute 😅

  • @breezedoart
    @breezedoart 23 дні тому +1

    my savior

  • @arowolomichael5857
    @arowolomichael5857 Рік тому +20

    Che 264 got me here. Exam in less than 30 minutes

  • @t.e.a1813
    @t.e.a1813 10 місяців тому +3

    Math method got me here exam in less than 30mins

  • @arafathislam7881
    @arafathislam7881 3 місяці тому +2

    You saved me bruh✨

    • @profoneyt
      @profoneyt  3 місяці тому +1

      @@arafathislam7881 you're welcome bro 🙏 kindly share with your friends

  • @radicalsaled5756
    @radicalsaled5756 7 місяців тому +2

    How would I solve a multivariable term such as x^y with this method?

  • @victortesla2935
    @victortesla2935 10 місяців тому +2

    What if limits are also variable like from 0 to 1-x and 0 to 1

    • @profoneyt
      @profoneyt  10 місяців тому +1

      New approach must be used

  • @singasong7679
    @singasong7679 Рік тому +4

    bro u explain very well but there is a little bit of confusion in the second question in 3x^2y^2 why u change limits according to dy dx .y^2 get 2 to 0 limit

    • @teachtheway6654
      @teachtheway6654 Рік тому

      Since the 3y^2 changes to 3x^2, it interval will be 0 to 2 7:21

    • @singasong7679
      @singasong7679 Рік тому

      @@teachtheway6654 yes i know it when we inverse the limit

    • @teachtheway6654
      @teachtheway6654 Рік тому

      Kindly try to see if you will have the same answer

  • @Sword-Bou
    @Sword-Bou 9 місяців тому +2

    Is it always degree when solving that?

  • @hsienkangliu1436
    @hsienkangliu1436 9 місяців тому

    Is it possible to solve the double or triple integrals with boundaries constituted by unkowns i.e. 2x-1 for lower bound and 3x for higher bound?

    • @profoneyt
      @profoneyt  9 місяців тому +1

      We will get back to you