- Type
- Final term past paper
- Course
- MTH301 Calculus II
- Size
- PDF 735 KB
- Updated
- 23 Oct 2026
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Text from pages 1, 2, 3 of 33. Download the file for all 33 pages.
Q1. Q 1. (1 marks)
Intersection of two straight lines is --------------
a.
Correct answer: Plane pg 13
Q2. Plane is a --------------- surface. (1 marks)
Correct answer: Two-dimensional
Q3. Let w = f(x, y, z) and x = g(r, s), y = h(r, s), z = t(r, s) then by chain rule (1 marks)
w r
w x w y w z x r y r z r pg 50
w x w y w z r r r r r r
w x x w y y w z z x r s y r s z r s
w r w r w r r x r y r z
Q4. What are the parametric equations that correspond to the following vector equation? (1 marks)
sin (1 cos2 ) r t t i t j
sin 1 cos2 x t y t z pg 140
sin 1 cos2 y t x t z
sin 1 cos2 x t y t z
sin cos2 x t y t z
Q5. What are the parametric equations that correspond to the following vector equation? (1 marks)
sin3 r t t i t j t k
sin3 z t x t y t
sin3 y t x t z t
sin3 x t z t y t
sin3 x t y t z t pg 140
Q6. What is the derivative of following vector-valued function? (1 marks)
(cos5 , tan , 6sin ) r t t t t
sin5 , sec , 6cos t r t t t
sin5 , sec , 6cos ) t r t t t
( 5sin5 , sec , 6cos ) r t t t t According to formula at pg 145
(sin5 , sec 6cos ) r t t t t
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