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Thank you
2. ### Series expansion of logarithmic function

How do I find the first three non-zero terms of ln(5+p), I'm pretty sure that my answer is wrong.
3. ### Power series in real world situation

Homework Statement A heavy weight is suspended by a cable and pulled to one side by a force F. How much force is required to hold the weight in equilibrium at a given distance x to one side. Tcosθ=W and Tsinθ=F. Find F/W as a power series of θ. Often in a problem like this, what we know is not...
4. ### Series expansion of logarithmic function

Come on guys! I really need to know how to do this!
5. ### Power series when variable is very large

Homework Statement Find first three non zero terms in series expansion for ln(1+e^-z) when z is very large Homework Equations The Attempt at a Solution I've got as far as ln(1+e^(-1/z)*e^((1/z)(z^(2) - 1)) not sure where to go from here
6. ### Series expansion of logarithmic function

Homework Statement Find first three non zero terms in series expansion where the argument of funstion is small ln(5+p) Homework Equations The Attempt at a Solution The only way I could think how to do this is by saying ln(5+p) = ln(1+(4+p)) and expanding to (4+p)-...
7. ### Proof of inverse trigonometric identities

Homework Statement Show that arcsin(1/sqrt(5)) + arcsine(2/sqrt(5)) = Pi/2 Homework Equations The Attempt at a Solution Can someone please give me so much as a hint?
8. ### Geometric sequences

it dosen't sound right
9. ### Geometric sequences

I'm getting just over 12 years, is that correct?
10. ### Geometric sequences

Homework Statement A mortgage is taken out for £80,000. It is to be paid by annual instalments of 5000with the first payment being made at the end of the first year that the mortgage was taken out. Interest of 4% is then charged on any outstanding debt. Find the total time taken to pay off the...
11. ### Sin cosine rule

it's half ten in the evenong here, and I should probably get some kip. thanks anyway
12. ### Sin cosine rule

if you read my new "thread" as it were you will find my working
13. ### Sin cosine rule

Homework Statement two different triangles ABC where AB=5cm, AC=3.2cm, and angle ABC is 35 degrees, calculate the difference between the two areas Homework Equations SinA/a=SinB/b Area=0.5abSinC The Attempt at a Solution drawn line AB then a line at B 35 degrees to AB. then drawn...

you american really have a weird way of wording your explanations
15. ### Sin cosine rule

according to the text book te answer is 4.07 cm sqrd but i'm getting 2.somthing
16. ### Sin cosine rule

i understand what your saying but i still appear to be getting the wrong answer
17. ### Sin cosine rule

what do you mean inclusive angle
18. ### Sin cosine rule

it still doesn't make any sense, if the triangles are seprate then their area is exactly the same surely, using the sine rule you can find the angle C, then you could find A as you know the two other angles meaning there's only one possible answer for the area
19. ### Sin cosine rule

two different triangles ABC have AB=5cm AC=3.2cm and angle ABC=35 degrees calculate the difference between the two sides
20. ### Sin cosine rule

the angle of BAC and the side BC, are saying that they are describing two seprate triangles?
21. ### Sin cosine rule

who said that the sides were the same length? AB=5 and AC=3.2, who said they were the same? and to symbolipoint, that is the whole question which is why it makes no sense
22. ### Sin cosine rule

soine cosine rule I have a question for you, I came across this question while revising for my exam on monday if anyone can answer this I'll be very impressed. Two different trangles ABC have AB=5cm, AC=3.2cm and angle ABC=35degrees calculate the difference between their areas.