code for solving given equations. Eq1 = x == 10-(1.5835*(y^1.7643)); Eq2 = x == (2^y-2)/(0​.3143*(2)^​y+0.3329*(​1.5)^y+0.3​528*(1)^y)​;

please provide me the code for solving these 2 equations

Eq1 = x == 10-(1.5835*(y^1.7643));

Eq2 = x == (2^y-2)/(0.3143*(2)^y+0.3329*(1.5)^y+0.3528*(1)^y);

Answer 1

[Davide Masiello]

It seems like MatLab can't find a symbolic solution and returns instead a numerical one

syms x y
Eq1 = x == 10-(1.5835*(y^1.7643));
Eq2 = x == (2^y-2)/(0.3143*(2)^y+0.3329*(1.5)^y+0.3528*(1)^y);
solve([Eq1;Eq2])

Warning: Unable to solve symbolically. Returning a numeric solution using vpasolve.

ans = struct with fields:
    x: 1.2828532005832256353146494059188
    y: 2.6294109442595236460264103143885

Another way of solving it

f = @(x) [10-(1.5835*(x(2)^1.7643))-x(1);...
            (2^x(2)-2)/(0.3143*(2)^x(2)+0.3329*(1.5)^x(2)+0.3528*(1)^x(2))-x(1)];
fsolve(f,[1 1])

Equation solved.

fsolve completed because the vector of function values is near zero
as measured by the value of the function tolerance, and
the problem appears regular as measured by the gradient.

ans = 1×2

1.2829 2.6294

[nayan gupta]

Thank you. Davide Masiello