Mathematics

Paying the Minimum Payment on a Credit Card Versus Paying Extra to Get the Credit Paid off Earlier Name Institution Paying the Minimum Payment on a Credit Card Versus Paying Extra to Get the Credit Paid off Earlier Basically, credit cards are cards that allow one to acquire items on credit then send money to the bank or credit card issuing company later but on certain agreed terms. For some, credit cards are a wonderful tool as they allow them to sort out emergencies when they are broke and organize for finances afterward. For others, the cards are a dangerous invention because of their overall costs and the spending habits they can instill in people. I belong to the second category of people...

Problem solving 460-61 3,11,17,19,27,33,39,41,49Question 3 Writing in logarithmic form 45=1024 Baselog=number In this case Log4 1024= 5 Question 11 8-2/3=1/4 Log8 ¼=-2/3 Question 17 (writing in exponential form) Log101/10000 =-4 In power form it will be 10-4=1/10000 Question 19 Log 100100=1 =1001=100 Question 27 (Matching logarithm with its answer). Log88=1 Log161=0.5 Log0.31=0 Log √7√7=-1 Question 33 (solving the problem) Logx125=-3 X-3=53 Given the reciprocal of one power is equal to the other power Then 1/x=5 And x=1/5 Question 39 Logx1/25=-2 x-2=5-2 Powers are equal and therefore bases are equal to x=5 Question 41 Log232=x 2x=32 2x=25 x=5 Question...

Problem solving 69-70 Question 1 Nth term in the sequence is given by n+1 The first term will be therefore (1+1) ,(2+1) ,(3+1), (4+1), (5+1) =1, 2, 3,4,5, 6 Question 3 The nth term is given by (n+3)/n The series will be given by (1+3)/1, (2+3)/2, (3+3)/3, (4+3)/4, (5+3)/5 = 4, 2.5, 2, 1.75, 1.6 Question 5 Nth term is given by 3^n = 3^1, 3^2, 3^3, 3^4, 3^5 = 3, 9, 27, 81, 243 Question 7 Nth term is given by 1/n2 = 1/12, 1/22, 1/32, 1/42, 1/52 = 1, 1/4, 1/9, 1/16, 1/25 Question 9 Nth term is given by 5(-1)n-1 The series will be 5(-1)1-1, 5(-1)2-1, 5(-1)3-1, 5(-1)4-1, 5(-1)5-1 5, -5, 5, -5, 5 Question11 The nth term is given by n-1/n 1-1/1, 2-1/2, 3-1/3, 4-1/4, 5-1/5 = 0,...

Financial Mathematics and Business Statistics: Individual Coursework Name: Institution: Question 2: (25%) Kyle Dier is looking to buy his first home and through savings and a gift from his parents he has managed to raise £120,000. Kyle has identified two possible properties, a one bedroom flat in the centre of town that costs £350,000 and a three-bedroom house outside of town that costs £500,000 and he's decided to ask for your help identifying the best mortgage offers he can choose. Required: Identify (and clearly indicate them in your submission) a minimum of three lenders Kyle could borrow the money from and discuss the mortgage alternatives available and the respective terms and...