u = kuzz, 00, u(0,t) = A, u₂(L,t) = B, t> 0, u(x,0) = g(x), 0

X~N(3, var=9), Y=7X-6, find pdf of Y

Determine if f(x, y) is continuous at (1, 0) where (x - 1)²y² (x − 1)² + y² - 0 f(x, y) = = if (x, y) = (1,0) if (x, y) = (1,0)

f(x) = ex U>x > U-

If f: X→ Y and B, C e P (Y), then -f-" (B) f1 (~ B) and f-1 (B - C) = f1 (B) ~f-1 (C)

Let f(x, y) = e=Vx* Evaluate f(3, 5)

Let_f(x,y)=x²y+√y 2. Find each value d. ƒ(a‚aª) e. ƒ. ƒ(2,-4)

f(x,y) = /x² - y function fx and fy Calculate the values of its derivatives at the point (1,0). a) fx(1,0) = 1 ve fy(1,0) =- b) fx(1,0) = 1 ve fy(1,0) = ; c) fx(1,0) = –1 ve f„(1,0) d) fx(1,0) = –1 ve fy(1,0) : (Doğru) 2 e) fx(1,0) = 0 ve fy(1,0) : %3D