Question

Find f(1, 1) for f(x, y) = e⁽ˣʸ⁾ sin(y)?

Answer 1

To find f(1, 1) for f(x, y) = e⁽ˣʸ⁾ sin(y), substitute the values of x=1 and y=1 into the function. The result is f(1, 1) = e sin(1).

Step-by-step explanation:

To find f(1, 1) for f(x, y) = e⁽ˣʸ⁾ sin(y), we substitute the values of x=1 and y=1 into the function.

f(1, 1) = e⁽ˣʸ⁾sin(y)

= e⁽¹(1)⁾sin(1)

= e sin(1)

So, f(1, 1) = e sin(1)