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- Frederick Koh

Singapore

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I can answer questions concerning calculus, complex numbers, vectors, statistics , algebra and trigonometry for the O level, A level and 1st/2nd year college math/engineering student.

More than 7 years of experience helping out in various homework forums. Latest Presence is over at http://www.thestudentroom.co.uk/ . You can also visit my main maths website http://www.whitegroupmaths.com where I have designed "question locker" vaults to store tons of fully worked math problems. A second one is currently being built. Peace.

IEEE(Institute of Electrical and Electronics Engineers )

Former straight As A level student from HCJC (aka HCI); scored distinctions in both C and Further Mathematics B Eng (Hons) From The National University Of Singapore (NUS) B Sc (Hons) From University of London International (Grad Route)

User | Date | K | C | P | Comments |
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shenaya | 03/21/17 | 10 | 10 | 10 | |

John | 07/15/15 | 10 | 10 | 10 | Excellent! Thanks for your explanation. |

Clark | 05/29/15 | 10 | 10 | 10 | |

John | 10/28/14 | 10 | 10 | 10 | |

Claire | 09/20/14 | 10 | 10 | 10 | Thank you so much! |

Hi, You are on the right solution pathway, the integral subsequently gets reduced to an arctan function. Here is the general formula: <u>integrating f'(x)/{[f(x)]^2 +a ^2 } wrt x gives 1/a *

The first manner of calculating the required probability which you cited is flawed. If say, each of these 6 combinations can be recycled, the probability would be computed as (1/42)^6 = 1/5489031744.

The problem is a first order differential equation, and can be reduced directly by integration. Integrating both sides wrt x: y = - x^(-2+1)/ (-2+1) - 3 x^ (-4+1)/ (-4+1) +12x +C = 1/x + 1/(x^3)

Let x and y denote the lengths of the sides of the rectangle. Then xy=400 =====> y=4000/x -------(1) Total cost involved in enclosing rectangular region C= 30(2x)+ 30(y) + 10 (y) = 60x +

Let the number of units remaining vacant as a result of the rent hike be x. Then the rental price per unit would be 500+20x Total number of occupied units as a result of the above would be equivalent

Calculus

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