Recent content by siyanor

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    MHB How to Calculate Area and Circumference of a Unique Field Shape?

    Re: an Interesting question! is there anyone who can help me out on this issue?
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    MHB How to Calculate Area and Circumference of a Unique Field Shape?

    Re: an Interesting question! if i want to calculate the circumference and area of the field can i do it in this way : Polygon Area = 60*40-4*(x*x)/2 (area of the rectangle minus area of triangle multiple 4) semicircular area = Pi x^2 Polygon Perimeter =2(40+60)-4*(x+x)+4*x(sqrt2)=200...
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    MHB Need Help With a Trigonometric Equation?

    Re: Trigonometry but how we are going to find the value of x ?(is my solution complete or it could go further than this?
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    MHB Need Help With a Trigonometric Equation?

    can somebody help me out on this one,i got stuck on this one https://www.physicsforums.com/attachments/164
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    MHB Solving the Equation: Two Answers?

    I have an equation which answered it in two ways,which one is correct ?
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    MHB How to Calculate Area and Circumference of a Unique Field Shape?

    Re: an Interesting question! Thank you for replying Hallsofivy. I think those semicircle will be located on the outside of polygon(having the very same diameter) .now what if we want to calculate the least possible area of polygon ,is there any other way to calculate the area of the polygon ?
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    MHB How to Calculate Area and Circumference of a Unique Field Shape?

    Re: an Interesting question! Hey Pickslides, Thank you for your reply, I have drawn the picture as you said. Now if i want to calculate the circumference of the polygon we can calculate it by summing all sides.but as a second way can we calculate the circumference of the rectangle and then...
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    MHB How to Calculate Area and Circumference of a Unique Field Shape?

    Hello there, This is my first post in this forum and I am so excited! I have got this question as my homework ,but i couldn't understand what exactly been asked in this question.the question says : A right angled isosceles triangle ( with two equal sides ) is cut from each corner of a...
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