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Calculus
∫²∫1(cotx + sinx)dx
Calculus
∫¹∫2 (cotx + sinx)dx
Calculus
∫¹ ∫2 (sinx² + xy)dx
Calculus
∫²∫1 (sinx² + xy)dx
Calculus
∫²∫¹ (sinx² + xy) dx
Calculus
∫¹∫²(x) = cotx + sinx dx
Calculus
∫³∫¹ cosx dx
Calculus
²∫¹ sinx dx
Calculus
Q.1 ARE THE FUNCTIONS EVEN OR ODD
1- INTEGRAL IS FROM MINUS INFINITY TO PLUS INFINITY
∫e^(-2x)(1-e^(-x))^(2) dx
2-INTEGRALIS FROM MINUS INFINITY TO PLUS INFINITY
∫x(e^(-2x))(1-e^(-x))^(2) dx
1- INTEGRAL IS FROM MINUS INFINITY TO PLUS INFINITY
∫e^(-2x)(1-e^(-x))^(2) dx
2-INTEGRALIS FROM MINUS INFINITY TO PLUS INFINITY
∫x(e^(-2x))(1-e^(-x))^(2) dx
Calculus
Compute fxy and fyx for the function f(x,y) = e^(x+y) sinx + 9x^2 + 2xy at (1,2).
