110521 mashtalk2 shirasaka1
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This document discusses tax calculations in four sections. Section 1 describes how tax is calculated at 30% on income over 10,000. Section 2 explains that tax is calculated at 30% on total income even if only 5,000 is from one source and the rest from another. Section 3 shows a tax calculation example where 50,000 income is taxed at 30%, resulting in 15,000 tax. Section 4 provides an equation to calculate tax rate as a proportion of income.
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Example 2
The document describes trends in CD and total revenue from 1990 to 2008. CD sales followed a quadratic function, peaking at 5000 in 1999 and declining to 0 by 2005. Ticket sales followed a linear function, declining from 1.5 to 0 from 1999 to 2005. Total revenue was modeled as a composite function of CD and ticket sales multiplied by 1.04 to the power of t, representing a 4% annual increase. When graphed from 1990 to 2008, total revenue increased until peaking around $24,000 from 2000 to 2001 before declining.
Lesson 5 compounding more than once a year
Here are the solutions:
1a) Simple Interest = Principal x Rate x Time
= P 60,000 x 8% x 1
= P 60,000 x 0.08
= P 4,800
1b) Compounded annually:
Interest = Principal x (1 + Rate)^Time - Principal
= P 60,000 x (1 + 0.08)^1 - P 60,000
= P 60,000 x 1.08 - P 60,000
= P 4,800
1c) Compounded semi-annually:
Rate per period = Annual rate / Times compounded per year = 8% / 2 = 4%
Interest = Principal x (1 +
C:\Fakepath\Para Vinsnt
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The document discusses similar shapes and their ratios of perimeters and areas. It provides examples of two rectangles, two diamonds, and two triangles that are similar. It asks for the ratios of perimeters and areas of the rectangles, the area and perimeter of one of the diamonds, the area of one of the triangles, and assigns homework problems related to similar shapes.
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This document contains a math lesson on rounding numbers and estimating answers to calculations. It includes an assignment to complete an odd-numbered problem set, instructions to use prime factorization to find the GCF and LCM of numbers and simplify fractions, examples of rounding numbers to the nearest hundred and thousand, and estimates of calculations by rounding values.
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The document discusses several methods for calculating the area of polygons using trigonometry. It explains how to find the area of a regular pentagon using tangent ratios to find the apothem. It also demonstrates calculating the area of a regular hexagon using cosine and sine ratios to find the apothem and perimeter. Finally, it restates the theorem for finding the area of a triangle given two sides and the included angle and works through an example calculation.
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Example 2
The document describes trends in CD and total revenue from 1990 to 2008. CD sales followed a quadratic function, peaking at 5000 in 1999 and declining to 0 by 2005. Ticket sales followed a linear function, declining from 1.5 to 0 from 1999 to 2005. Total revenue was modeled as a composite function of CD and ticket sales multiplied by 1.04 to the power of t, representing a 4% annual increase. When graphed from 1990 to 2008, total revenue increased until peaking around $24,000 from 2000 to 2001 before declining.
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1a) Simple Interest = Principal x Rate x Time
= P 60,000 x 8% x 1
= P 60,000 x 0.08
= P 4,800
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Interest = Principal x (1 + Rate)^Time - Principal
= P 60,000 x (1 + 0.08)^1 - P 60,000
= P 60,000 x 1.08 - P 60,000
= P 4,800
1c) Compounded semi-annually:
Rate per period = Annual rate / Times compounded per year = 8% / 2 = 4%
Interest = Principal x (1 +
C:\Fakepath\Para Vinsnt
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絶対に描いてはいけないグラフ入りスライド24枚
These slides include many inappropriate graphs. If you want to tell the summary of the data correctly, you should avoid to use graphs in this presentation. They can mislead those who view them.
In English, the title of presentaion is "24 slides including graphs that should not be absolutely drawn".
ビジネスマン必見！キレイな提案書を作るためのデザインの基礎知識
パワーポイントのデザインで苦労していませんか？
良いデザインはセンスがないと、と諦めていませんか？
しかし、提案書のデザインはセンスで作るものではありません。基本的なルールさえつかめば、誰でも、最高のデザインではなくとも、最善のデザインに仕上げることができます。
その「基本的なルール」をまとめてみました。
ビジネスマンが主体業務ではないデザインで苦しむ時間は無駄以外の何物でもありません。
このスライドで、皆さんがデザインに割かれる時間を軽減し、本来必要とされる業務に集中できるようになれば幸いです。
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問題はパワポではなく、プレゼンターです。
http://www.slideshare.net/jessedee/you-suck-at-powerpoint-2 の英語版から翻訳致しました。
【プレゼン】見やすいプレゼン資料の作り方【初心者用】
プレゼンテーションのスライド資料を作る上で押さえておきたい基本をまとめました．
多分これがslideshare内で一番役に立つと思います．
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These slides include many inappropriate graphs. If you want to tell the summary of the data correctly, you should avoid to use graphs in this presentation. They can mislead those who view them.
In English, the title of presentaion is "24 slides including graphs that should not be absolutely drawn".
ビジネスマン必見！キレイな提案書を作るためのデザインの基礎知識
パワーポイントのデザインで苦労していませんか？
良いデザインはセンスがないと、と諦めていませんか？
しかし、提案書のデザインはセンスで作るものではありません。基本的なルールさえつかめば、誰でも、最高のデザインではなくとも、最善のデザインに仕上げることができます。
その「基本的なルール」をまとめてみました。
ビジネスマンが主体業務ではないデザインで苦しむ時間は無駄以外の何物でもありません。
このスライドで、皆さんがデザインに割かれる時間を軽減し、本来必要とされる業務に集中できるようになれば幸いです。
しょぼいプレゼンをパワポのせいにするな! by @jessedee
問題はパワポではなく、プレゼンターです。
http://www.slideshare.net/jessedee/you-suck-at-powerpoint-2 の英語版から翻訳致しました。
【プレゼン】見やすいプレゼン資料の作り方【初心者用】
プレゼンテーションのスライド資料を作る上で押さえておきたい基本をまとめました．
多分これがslideshare内で一番役に立つと思います．
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2016.01.22 書籍発売 好評につき重版決定！！
http://book.impress.co.jp/books/1114101129
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Webサイト: https://mocks.jp/
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110521 mashtalk2 shirasaka1
- 1. 5
- 3. 1 ( No.2)
- 5. 01. 02. 03. 04.
- 6. 01.
- 8. TAX30%
- 9. 10
- 11. 10,000
- 12. TAX30%
- 13. 13,000
- 16. 5,000
- 17. 5,000
- 18. TAX30%
- 19. 13,000
- 21. 02.
- 22. 5,000
- 24. 13,000
- 25. 5,000
- 26. TAX 3,000
- 28. 13,000 5,000
- 29. 30
- 32. 50,000 +TAX
- 33. =65,000
- 34. 30%
- 35. 50,000 × 30%
- 36. =15,000
- 37. 03.
- 43. /
- 45. A C B
- 46. A D B
- 48. 04.
- 49. 9
- 50. 20 0.5
- 54. 30,000
- 55. 3DK 10
- 58. or
- 59. 1