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write my assignment 7977

Two identical 0.13 kg blocks (labeled 1 and 2) are initially at rest on a nearly frictionless surface, connected by an unstretched spring, as shown in the upper diagram, where x2 = 0.04 m. Then a constant force of 12 N to the right is applied to block 2, and at a later time the blocks are in the new positions shown in the lower diagram, where x1 = 0.01 m and x3 = 0.12 m. At this final time, the system is moving to the right and also vibrating, and the spring is stretched. What is the final vibrational energy of the real system (spring potential energy plus kinetic energy relative to the center of mass)?(U + Krel)final = _____ joulesHow do you find Ks for this question?For your reference, I found Vcm to be 2.038 m/s

Q1. Here When you apply the force of 12N (F) the block tries to move and then immediately the springtries to stop the block initially it (spring force). But as the elongation increases the spring…

 

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write my assignment 3412

Brief description. You are to follow the path of a rider who starts at the coordinate (220,230). Through a series of experiment you are to collect data about the behavior of this wheel of Despair and arrive at a rule that describe its y-motion for a large arm that rotates at 0.6 rpm and a smaller arm that rotates at 0.75 rpm. You are to use the equation to find the riders position after 2 minutes and 30 seconds. Along the way, you will have some check points and will be given some hints that will help you more easily break down this problem. Build a model. Simple or elaborate, its your choice. Use easy yo track rotation rates: (1 rpm, 0 rpm) (1rpm, 1rpm) to begin mapping out the behavior of this double ferris wheel.

 

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write my assignment 19777

1. Economic growth around the world

The following table reports real income per person for several different economies in the years 1960 and 2010. It also gives each economy’s average annual growth rate during this period. For example, real income per person in Madagascar was $1,223 in 1960, and it actually declined to $789 by 2010. Madagascar’s average annual growth rate during this period was -0.87%, and it was the poorest economy in the table in the year 2010.

The real income-per-person figures are denominated in U.S. dollars with a base year of 2005. The following exercises will help you to understand the different growth experiences of these economies.

EconomyReal Income per Person in 1960Real Income per Person in 2010Annual Growth Rate(Dollars)(Dollars)(Percent)United States15,13641,8582.06New Zealand12,86824,3971.29Indonesia7443,9933.42Taiwan2,06132,8655.69Sri Lanka7904,0473.32Madagascar1,223789-0.87

Indicate which economy satisfies each of the following statements.

Statement

Indonesia

Madagascar

New Zealand

Sri Lanka

Taiwan

United States

This economy had the highest level of real income per person in the year 2010.

This economy experienced the fastest rate of growth in real income per person from 1960 to 2010.

Points:

1 / 1

Close Explanation

Explanation:

In 2010, the United States had the highest level of real income per person: $41,858.

From 1960 to 2010, real income per person in Taiwan grew at an average annual rate of 5.69%, the highest growth rate in the table.

Consider the following list of four countries. Which economy began with a level of real income per person in 1960 that was well below that of New Zealand and grew fast enough to catch up with and surpass New Zealand’s real income per person by 2010?

Indonesia

Madagascar

Sri Lanka

Taiwan

 

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write my assignment 9996

Hi I need assistance with the workings below

PART B

A recent article in the news indicates that you will need 75% of your current monthly salary grown by inflation upon retirement. You currently earn R20 000 per month. The South African inflation rate is 6%. You complete the inflation adjusted calculation and you find that you will require R154 285.76 per month for 20 years when you retire (based on mortality rates). Assume you are 25 years of age and will retire at 65.

Required:

2.2 Calculate the lump sum amount you require at the date of your retirement if you are able to get an interest rate of 8% compounded annually. (6)

2.3 Ignoring your answer in question 2.2, if you require R18 000 000 at retirement, and are able to invest R3 000 per month for 40 years what nominal interest rate will you require to reach your goal? (5)

2.4 What is the effective rate of your answer calculated in 2.3? (2)

2.5 Briefly explain why an effective rate is higher than or equal to a nominal rate.(2)

 

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