Question 1: Determine how much money you will have if $500 is invested for six years at 4% per year, compounded semi-annually.

Question 2: How much money should I invest to the nearest cent at 6%/a compounded monthly to have $20,000 in 4 years?

Relationship between market yields and bond prices : What risk term is used to describe the relationship between market yields and bond prices? |

Time of the last deposit if the account pays : Monica deposits $3,000 every 6 months for 25 years. How much will she have in her account at the time of the last deposit if the account pays 8%/a |

Explain an additional use of hash values : How did you use it in this case to determine that Mr. Jackson's thumb drive contains copies of the source code? Explain an additional use of hash values. |

What is the total manufacturing cost per chip for june : Accounting records indicate that 475,000 chips were started in June, What is the total manufacturing cost per chip for June |

How much money you will have : Question 1: Determine how much money you will have if $500 is invested for six years at 4% per year, compounded semi-annually. |

Dollar return earned from bond coupon interest : Compute the total dollar return earned from a bond's coupon interest and the reinvestment of coupons from issue date to end of period 3. |

How much did he have on deposit in each? bank : If Scott earned $ 540.00 in interest during a single? year, how much did he have on deposit in each? bank? |

Compute the correct final balance of inventory : Inventory items with a cost of $3,730 were excluded from ending inventory. Using the information given above, compute the correct final balance of Inventory |

Symmetrically distributed around the? mean : Between what two values of Z? (symmetrically distributed around the? mean) will 97.86?% of all possible Z values be? contained? The two values of Z |

## What type of triangles do you end up with on your trapezoidquestion what type of triangles do you end up with on your trapezoid? be as specific as possible and example we know |

## Find the vertical height of the particleFind h, the vertical height (to the nearest metre) of the particle above the plane after 3 seconds, using g = 10 m/s2. |

## Write an algorithm to generate random variatesSuppose that, somehow, we have available a source of exponentially distributed random variates with mean L Write an algorithm to generate random variates. |

## Statistics and geometry in the computer forensics fieldExplain how you would use probability, statistics and geometry in the computer forensics field. |

## Describe the symmetry if any of the graph of given functionLet f be the function given by f(x) = √(x4 - 16x2). No calculator allowed. Find the domain of f. Describe the symmetry, if any, of the graph of f. |

## Find all points on the curve where the tangent lineConsider the curve given by y^2=4xy+1 (AP Calculus AB- Help- Please explain and show work to help me understand and learn) |

## Find the probability that ann loan request is approvedFind the probability that Ann's loan request is approved. Place your answer, rounded to 2 decimal places, in the blank. For example, 0.76 would be a legitimate entry. |

## Find a minimum weight matchingNow suppose that the information given in the previous problem is listed in preference order, i.e., the book the student desires most is listed first. |

## Find how many subjects will you need in each groupU sing an equal number of participants, find how many subjects will you need in each group |

## Find the equation of the line for the demand equationa market research company finds that at a price of p=$20, they would sell x=42 tiles each month. If they lower the price to p=$10, then more people would purchase &they can expect to sell x=52 tiles in one month, find the equation of the line for .. |

## What was his total costA chandelier was marked up 150% from an original cost of $96. Last Friday, Tamir bought the chandelier and paid an additional 5% in sales tax. What was his total cost |

## Linear programmingfinding the sensitive limits for thelinear programming.finding the sensitive limits for the given constraints. a minimize 2xysubject to 3x - 4y pound |

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