If y=(5e^(x))/(3e^(x)+1), then y^(')= ? (5e^(x))/(9e^(2x)+1) (5e^(x)+30e^(2x))/((3e^(x)+1)^(2)) (5e^(x))/((3e^(x)+1)^(2)) (5e^(x)+30e^(2x))/(9e^(2x)+1)

Question

Accepted Answer

Expert Answer to -      If y=(5e^(x))/(3e^(x)+1), then y^(')= ? (5e^(x))/(9e^(2x)+1) (5e^(x)+30e^(2x))/((3e^(x)+1)^(2))

Answer

Solution for -      If y=(5e^(x))/(3e^(x)+1), then y^(')= ? (5e^(x))/(9e^(2x)+1) (5e^(x)+30e^(2x))/((3e^(x)+1)^(2))

Answer

This an additional answer to -      If y=(5e^(x))/(3e^(x)+1), then y^(')= ? (5e^(x))/(9e^(2x)+1) (5e^(x)+30e^(2x))/((3e^(x)+1)^(2))

(Solved): If y=(5e^(x))/(3e^(x)+1), then y^(')= ? (5e^(x))/(9e^(2x)+1) (5e^(x)+30e^(2x))/((3e^(x)+1)^(2)) ...

View Expert Answer

Expert Answer

Buy This Answer $5

Place Order

We Provide Services Across The Globe