Q10. The general solution of 2=1-x+y-xy is (a) e¹+y = x -/+C (c) Ln \y\ = x -+ C Q11.£-1{2}= (a) u(t - 1) cos √2(t-1) (c)u(t-1) sin √2(t-1) (b) Ln|1+ y) = x y = x - ²²+ C (d) None of the above (b) u(t - 1) cos 2t (d)u(t-1) sin √2t (e) None of the above Part 3. Write all details Q12. (6 pts) If W(f(x), g(x)) = x-5 and f(x) = x-2, then find g(x)
Q10. The general solution of 2=1-x+y-xy is (a) e¹+y = x -/+C (c) Ln \y\ = x -+ C Q11.£-1{2}= (a) u(t - 1) cos √2(t-1) (c)u(t-1) sin √2(t-1) (b) Ln|1+ y) = x y = x - ²²+ C (d) None of the above (b) u(t - 1) cos 2t (d)u(t-1) sin √2t (e) None of the above Part 3. Write all details Q12. (6 pts) If W(f(x), g(x)) = x-5 and f(x) = x-2, then find g(x)
Q10. The general solution of 2=1-x+y-xy is (a) e¹+y = x -/+C (c) Ln \y\ = x -+ C Q11.£-1{2}= (a) u(t - 1) cos √2(t-1) (c)u(t-1) sin √2(t-1) (b) Ln|1+ y) = x y = x - ²²+ C (d) None of the above (b) u(t - 1) cos 2t (d)u(t-1) sin √2t (e) None of the above Part 3. Write all details Q12. (6 pts) If W(f(x), g(x)) = x-5 and f(x) = x-2, then find g(x)
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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