how could I calculate the integeral of a function
F = log(1 + p/[(x(t))^2 + (y(t))^2)]) where t varies from 0 to 7
here
x(t) = 100-(50*cos(theta)*t)
y(t) = H+50*sin(theta)*t-4.9*t^2
theta could be any between 0 to 75 degree
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how could I calculate the integeral of a function
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