- Type
- Quiz
- Course
- MTH301 Calculus II
- Size
- PDF 297 KB
- Updated
- 23 Oct 2026
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Q1. Two vectors are opposite vectors if they have __________.
Q2. If the velocity (VI) of a car is 20m/s and velocity (V2) of bike is 40m/s, where both velocities are southward then which of the following would be the dot product of these velocities?
-800
3. Limit of a function may exist at the point where it not defined False
False
Q5. A_________of continuous functions is continuous
Zero
Curve
8 Face the parabola (y=ax^2 + bx + c) is opening downward when A<0
9 Which coordinate system uses two distance and one angle? Cylindrical
Polar coordinate system
11 Limit of a function exist may exist at the point where it not defined False
12 The number square root of 2 is
13 A plane z=3 is _____ to XY plane.
16 In rectangular coordinate system the point (-3,2) is in Second quadrant
19 Value of the function f(x,y,z)=x^2+ y^2 + z^ 2 at the point (0,1,0) is
20 If w=f(x,y,z) where x=g(t), z=h(T) then
Dw/dt= wdz/ xdt + wdy/ ydt + wdz/ zdt
- If f and its partial derivatives of the first, second and third orders are continuous on an open set, then at each point of the set_________
22 . If (x,y,z)->Lim(x0,y0,z0) f(x,y,z) =L1 then
(x,y,z)->Lim(x0,y0,z0) cf(x,y,z) = cL1 If c is constant
23. if (x,y)->Lim(x0,y0) F(x,y) = L1 (x,y)->Lim(x0,y0) g (x,y)= L2
(x,y)->Lim(x0,y0) f(x,y)/g(x,y) = L1/L2 ; L2 not equal to 0
24. If w = f(x) where x=g(r,s) then w/ s=
- The partial derivative with respect to x of f(x,y) = 3x2y+2y2 is ___________ 6xy + 2y2
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