Quiz
Calculus: Maths Diagnostic
Questions in this quiz (5)
1\( { \rm If} \ y = x^2 +7, { \rm \ differentiating} \ y \ {\rm with \ respect \ to} \ x\ {\rm gives}\)
- A\( x +7 \)
- B\( x +C , \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
- C\( 2x +7 \)
- D\( 2x \)
- E\(0.5 x^3 +C , \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
2\( { \rm If} \ u = 2v^{-3} +6v, { \rm \ integrating} \ u \ {\rm with \ respect \ to} \ v\ {\rm gives}\)
- A\( -v^{-2} +3v^2 +C, \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
- B\( -0.5v^{-4} +C, \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
- C\( -0.5v^{-4} +12v^2 \)
- D\( -4v^{-2} +12v^2 +C, \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
- E\( -v^{-4} +C, \ {\rm where} \ C \ {\rm is \ an \ unknown \ constant.} \)
3\( x = 3 \cos ( \pi t + \frac{2\pi}{3} ), \ {\rm find \ the \ value \ of } \frac{dx}{dt} {\rm when} \ t=1.0. \ Note \ the \ angle \ is \ measured \ in \ radians. \)
- A\( -0.86 \)
- B\( 8.2 \)
- C\( 0 \)
- D\( -2.6 \)
- E\( 1.5 \)
4\( {\rm Calculate} \ J \ {\rm where} \ J= \int^{0.90}_{0}(17000 +12000x - 28000x^{2})dx \)
- A\(1.3 \times 10^{4} \)
- B\( -1.9\times 10^{3} \)
- C\( 4.6\times 10^{3} \)
- D\( 2.7\times 10^{4} \)
- E\( 1.2\times 10^{4} \)
5\( {\rm Calculate} \ I, \ {\rm where} \ \epsilon = 17.6, {\rm \ is \ a \ constant \ and } \ I= \int^{0.47}_{-0.22}\frac{2\epsilon}{f^4}df . \)
- A\(-1.2 \times 10^{3} \)
- B\(-9.9 \times 10^{2} \)
- C\(3.9 \times 10^{2} \)
- D\(0 \)
- E\(-1.4 \times 10^{2} \)
Information
- Description
- Maths Diagnostic
- Author
- Jackie Grant
- Language
- English
- Views
- 227
- History
- Created on 4 Feb 2016 · updated on 18 Jan 2017
- Tags
- Rating
- No ratings yet Rate this quiz