Recent content by arslan894

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    Graduate Solving for x in equation with nested square root and fourth powers

    w=a*b*c^3*x*√(pie^2 * (i-x^2)^2 + 16 *x^2)/ 4*d^2 *(1-x^2)^2 I have to find x ,i have the values of all other constants , I tried to separate it using partial fraction but I am stuck.
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    Undergrad Is fx = ∫ exp(√(1-x²)) dx a nonlinear integral equation?

    fx = ∫ exp(1-x^2)^.5 limits are b,-b
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    Undergrad Integrating exp(1 - x²/b²) from -b to b in MATLAB

    any one knows how to do this function using simpson 3 8 rule in MATLAB ?
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    Undergrad Integrating exp(1 - x²/b²) from -b to b in MATLAB

    i was modeling in MATLAB to find the friction between cam follower of an engine ,i used int function in MATLAB but it gave warning that explicit answer doesn't exist ,i used the simpson 38 rule to find the solution on paper but don't know how to use simpson 38 rule in matlab.
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    Undergrad Integrating exp(1 - x²/b²) from -b to b in MATLAB

    yes bro
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    Undergrad Integrating exp(1 - x²/b²) from -b to b in MATLAB

    bro i tried it using substitution but the problem is that i can't go much further, @ DivisionByZro exp(1-(x^2/9))^.5
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    Undergrad Integrating exp(1 - x²/b²) from -b to b in MATLAB

    f(x) = ∫e^(1-(x^2)/(b^2))dx the limits are -b to b , take the value of b = 3
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    MATLAB How do I solve this integral numerically in MATLAB using Simpson's 3/8 rule?

    i am making a MATLAB model of cam follower interaction for measureing friction but need help with this integral f(x) = ∫e^(1-(x^2)/(b^2))dx the limits are -b to b , take the value of b = 3 when i used the ( int )function in MATLAB it tells that the explicit answer doesn't exist ,so how to...
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