- Type
- Quiz
- Course
- MTH301 Calculus II
- Size
- PDF 847 KB
- Updated
- 23 Oct 2026
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Q1. {{\text{In polar coordinate system, x - axis is also called}}}
Correct answer: {{{Polar axis}}}
Q2. {\text{The}}\,\,{\text{curve}},\,\,r = \theta \,\,(\theta \geqslant
Q0. ,\,\,{\text{is}}\,\,{\text{an}}\,\,{\text{equation}}\,\,{\text{of}}\,\,\_\_\_\_\_\_\_\_\_.
Correct answer: {{spiral}}\,\,{{with}}\,\,a = 1
Q3. The rose curve has 2n-equally spaced petals of loops if n is _______.
Correct answer: even
Q4. {\text{In the integration in polar coordinates, }}dx\,dy{\text{ is replaced by - - - - - - - - - - - }}{\text{.}}
Correct answer: r\,dr\,d
Q5. \begin{gathered} {\text{The }}\,\,{\text{position }}\,\,{\text{of }}\,\,{\text{the}}\,\,{\text{ limacon }}\,\,{\text{relative }}\,\,{\text{to}}\,\,{\text{ the}}\,\,{\text{ polar}}\,\,{\text{ axis}}\,\,{\text{ depends}}\,\,{\text{ on }}\,\,{\text{whether}}\,\,{\text{ _________ }}\,\, \hfill \\ {\text{appears}}\,\,{\text{ in}}\,\,{\text{ the}}\,\,{\text{ equation }}\,\,{\text{and}}\,\,{\text{ whether}}\,\,\, + {\text{ }}\,\,{\text{or}}\,\,{\text{ }} - \,\,{\text{occurs}}{\text{.}} \hfill \\\ \end{gathered}
Correct answer: {{(d)}}\,\,\,{{Both}}\,\,{{(a)}}\,\,{{or}}\,\,{{(b)}}{{.}}
Q6. \int\limits_0^\pi {\int\limits_0^1 {{r^2}\,\,dr\,\,d\theta } } \,\, = \,\,\, - - - - - - - -
Correct answer: { }{3}
{\text{Area}}\,\,{\text{of}}\,\,{\text{double}}\,\,{\text{integral}}\,\,{\text{can}}\,\,{\text{be}}\,\,{\text{calculated}} = {\text{___________}}{\text{.}} A. {1}{{{{area}}\,\,{{of}}\,\,R}}_R {dA} B. _R {f(x,y)\,dx\,dy} C. _R {f(x,y)\,dy}
D. _R {dA}
Q8. \begin{gathered} {\text{The}}\,\,{\text{lemniscates}}\,\,{\text{are}}\,\,{\text{centered}}\,\,{\text{at}}\,\,{\text{the}}\,\,{\text{origin, \hfill \\ {\text{depends}}\,\,{\text{on}}\,\,{\text{the}}\,\,{\text{sign}}\,\,{\text{preceding}}\,\,{\text{the}}\,\,{a^2}\,\,{\text{ \hfill \\\ \end{gathered}
Correct answer: {{(d)}}\,\,\,{{Both}}\,\,{{(a)}}\,\,{{or}}\,\,{{(b)}}{{.}}
Q9. {\text{If}} p(r,\theta ) {\text{is a point in polar coordinate system, then}} \theta {\text{is called}}
Correct answer: {{Polar angle of }}p
Q10. {\text{The graph of the equation }}r\, = \,a(1 - \cos \,\theta ){\text{ is symmetric about - - - - - - - - - }}{\text{.}}
Correct answer: {{initial line}}
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