Step-By-Step

From: Subject: Step-By-Step Date: Sat, 25 Jul 2009 09:08:13 -0400 MIME-Version: 1.0 Content-Type: multipart/related; type="text/html"; boundary="----=_NextPart_000_0000_01CA0D07.70214080" X-MimeOLE: Produced By Microsoft MimeOLE V6.00.2900.3198 This is a multi-part message in MIME format. ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Content-Location: http://www.easyworksheet.com/cgi-bin/algIIwssteps.pl?1673389 Step-By-Step

EasyWorksheet Step By Step Answers

User Name: M. Travitz
Form = #1673389

By Easy = Worksheet

Practice Problems

1)

1 =20 2

Since these are across from each = other, these=20 are Vertical Angles. They are the equal to each other.

2) D=20 and Y = are=20 supplementary. mD =3D 49=B0. What = is mY?

Suppl= ementary=20 means that the angles sum to 180=B0.
So we get 180 - 49 =3D=20 131=B0

3)

x =20 159=B0

Since these are vertical angles, = we set x=20 equal to 159=B0:
x =3D 159=B0

4)

x
=20 43=B0

Since these = create a linear=20 pair, we know that x and 43=B0 are supplementary:
x + 43=B0 =3D = 180=B0
Let's=20 calculate 180=B0 - 43=B0 =3D 137=B0
So we end up with x =3D 137=B0

5)
Find the volume = of the=20 right cylinder with a radius of 13 and height of 7.
To find the = volume,=20 we use the formula:
V =3D Bh =3D πr²h
Remember: B = =3D area of the=20 base
V =3D π(13)²(7)
So we get = 3716.5.

6)
Find the volume = of the=20 sphere with a diameter of 30.
To find the volume, we use the=20 formula:
V =3D ⁴/₃πr³
To = find the radius,=20 simply divide the diameter by 2. So we get 15 for our radius.
V =3D=20 ⁴/₃π(15)³
So we get=20 14137.17.

7)

x
7
1
7
2
y
2
-2
-3
0

We cannot have x-values = repeat for it=20 to be a function.
In this case, the answer is: No because 7 is a = repeated=20 value.

8)
I= f we can=20 run a pencil along the picture (vertically) and see two dots over each = other at=20 any time, the answer is a no.
In this case, the answer is: No because = of the=20 vertical line test

9) Find the domain:
{(-4,0), (5,3), (3,2), = (6,8)}
In=20 order to find the domain, we simply list out the x-values without = repeating=20 values.
In this case, the answer is: = {-4,3,5,6}

10)

To find = the=20 domain, we simply need to look at the "shadow" that the graph would make = on the=20 x-axis. Remember this shadow comes down from above the graph and goes up = from=20 below.

This is a parabola.
In this case, the shadow is the whole line, so = the=20 domain is all real numbers.

------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/angle.gif R0lGODlhDQAOAPcAAAAAAP////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////ywAAAAADQAOAAAIKgADCBxI sKDBgwgTGgSgMABDhQ8TRkQ48WDFhQ0vFtRIkONAACBDigQQEAA7 ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/graphs/da1.GIF R0lGODlhSABKAPcAAAAAAIAAAACAAICAAAAAgIAAgACAgICAgMDAwP8AAAD/AP//AAAA//8A/wD/ /////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBm AABmMwBmZgBmmQBmzABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/ MwD/ZgD/mQD/zAD//zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNm ZjNmmTNmzDNm/zOZADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/ mTP/zDP//2YAAGYAM2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZm zGZm/2aZAGaZM2aZZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb/ /5kAAJkAM5kAZpkAmZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZ AJmZM5mZZpmZmZmZzJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwA M8wAZswAmcwAzMwA/8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZ ZsyZmcyZzMyZ/8zMAMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8A mf8AzP8A//8zAP8zM/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+Z zP+Z///MAP/MM//MZv/Mmf/MzP/M////AP//M///Zv//mf//zP///ywAAAAASABKAAAI/wAfCBxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDikQIoKTJkyhNjmyY8pbLlzBjvky58gFK mThz6kTpsaTOn0B/ltToM6jRozCHViyKtClSpREBOJ3qFEBUqlifQpSatavQrV7D4rT6kKnYsFBZ 3jJ7dqpPsg65rpXb9ihTuGqT0q2bky1ehntd3uQ7OObfhYFltqxaeCdYxikjm3T7mK/XwwoTW65a eTNWzAk1e7bbeTTnsqY/l05NGjXr03Ffw84ru3Xs2rZp4wYKmuRuo70Piv49czVxw8aPF3etfGzy 5sENDj8eveB04tUJXv+dfeD23d0FfmnHHd5m877Pd5pdLJgyc96TIbNF/37mfMKJywceL9Zveupg 8ceafgKmlhZg5zlXX4Jr/YfdVQwKNtF94JUnXYFnHbgUhllpiFFjGZ5UE3tP8VRTZpKleOKKLLbo 4oswxijjjDTWaONHAQEAOw== ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/graphs/da13.GIF R0lGODlhSABKAPcAAAAAAIAAAACAAICAAAAAgIAAgACAgICAgMDAwP8AAAD/AP//AAAA//8A/wD/ /////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBm AABmMwBmZgBmmQBmzABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/ MwD/ZgD/mQD/zAD//zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNm ZjNmmTNmzDNm/zOZADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/ mTP/zDP//2YAAGYAM2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZm zGZm/2aZAGaZM2aZZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb/ /5kAAJkAM5kAZpkAmZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZ AJmZM5mZZpmZmZmZzJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwA M8wAZswAmcwAzMwA/8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZ ZsyZmcyZzMyZ/8zMAMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8A mf8AzP8A//8zAP8zM/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+Z zP+Z///MAP/MM//MZv/Mmf/MzP/M////AP//M///Zv//mf//zP///ywAAAAASABKAAAI/wAfCBxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDikwIoKTJkwBGXjR5q6XLl7dMqoTIEqZN mDJnKgRws2fPlDoNlvRJ1GbJoAN5Fl2KM+hQplBdHh2pNKrVlkA/Pr3KdWrHqly7egQbVuxGsmXN YkSbVq1Ftm2tZq0IN67ct3bzzo1YN2/UvQ/7+v07UfBgpoAZGj6MmC9ju4l3Po4bmeTktpUPLsaJ EmznzU0dGt5KeXHmgnBPPlb9M/BL0Jeluq4Zu2jN0wRJ14aasyHs3a8D/97dW3FM3cA5K8Wd9DVt 4s9j0rzJ+nD10K6Jdu6Kcinz3Fc/i2mP3nh6csKOz3svrH49+/atKQ6f/B3hfOtr4QfPrx+rxvuU cQRgWfVll1yBwh2IoHmxLSgRcno5KB9jEr41oFQV8pdWhv9BqJ1XSJFEHoYghiiaeCamqOKKLLbo 4oswxijjjDTWaONEAQEAOw== ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/graphs/Elli+1.+0.+1.+0.gif R0lGODlhIAEgAaIAAAAAAG0kAAAAVZEkVQAAqv///wAAAAAAACwAAAAAIAEgAQAD/1i63P4wykmr vViBzLv/YCiOZGliwHaubOu+cCxuqmzfeK7vWs//wA5BMCwSj8YkcqlsMp/OKHQqrVKhqWwydbV6 u+CvOEweFyMCV9pFeK1HtUX81Fa/6q23A7/ir/R9JXMFgyWAdG53aHZsiS6FJH4nhyaSJpQKlpGO LZokkCOYm4ydi3mKpCygIp6hqKcQrSGyIaIjtCCrta8stqymvbx/LymlqYHHDLgeyx6+s8TJlZws ns8f1x/NHdkeuiDbHN1C1A3hGOcY4xzpF9/YwpPxC+vq84bRxrD6wbGN0iXaWXjn7B6JeuiADfu3 TxXDfvwWPhBIgSIFhBcsTigGsf9aOUQQMFYQWUGjBJIUCJIDOKqhuYcSPT5ieevjtJA0f+UMoZKd zYA/C5j0txNcvo7IXIJ8gPKkQVczI8qDOXUi1UtPZxTVFrQmTqU3wQrqmXArs6BDrZpd2YKsvav4 4BZoqjAp0hNuM3bVKVaoXKhSTeS1QDdCWqYGCyP+K0Lxg8El90JjefjlWp9R74bVDPQr55af4TDe NRqEqMrKJBt9BHmC4z2quXqOaZc23tLwcBckKrOv17aXM6Bm8Nry4tB8kbsb1HrCcHpZSavtrXw1 Tx9ygpf1nbxBcei6uQlu0FzCcwXfF5yfazi8uOgDmWvXO9+CNTNl8uPfr7+/EwD/S6TA34D+FUjg gVe0F1hcC2agwhzl1bVUdbIdZ9tmF3bAEQMR8kbhWZS5l0F6mRyVIWgn/uYAiST6VV8FHU73IVuf nbdei+vFuCJ8uTXIIo+7AdcgYNSdaGNsILalI3FAiifXjyK+JWSRVVGJlYcTptjdbdxN1qV1O35Z 4YwcLJnaixWhFeUFOJpYZW1vZsmkmEmS6eCahDX5HpYYxtnneHTSqKWXYdq5naHLDdmYniMqaCWD j36CpnNICjonovZVWiaeIzEqJWyKShepaIFiVqpwEkIK55VTrqqqnKyCOuqinKY0qXmaojqbn52d ikKtrnnKpqOuHiRsfL7Sl2ym/7vGWiyRK5ipXq6HGgmsU9dGIC16x3b65K3EDppLts3++eq0oZrW ra3LRgYun+Bh6m677M4q6rO0ygjrub06RC+l7+p7qbhjEuzNtjeuGyy8KPLaMKDyphmwrIUabKmz XNqrLrkWGofvvfuWKd+/uE7ssXcmn0nyg+RxXPHHGwvcr8WmkpodyeE6rCLKODNsrKQtp9ujxkOb Y+DRCCaNdBcANMGF0lAvHfXURKT6s9BBjvuYyzxj7aTMD/MbtoNZBB0xwD2DzV7aFNN8p9d7wt2o z1tibC7QZ5fM9skD61y32DbDXHTI0KoseNaHa7htmymj27HdM/t9ndyfJh532/93F565Vnsb7na1 fUM+tuaCcB365iA7bvnclLvTeImvu/g44H9f7S/RiBOeL+aRi75zxp8rm3fO8QbPbOdyIEyt8Na2 nqfpNw9P9+7FQum8t63qnnrvYh8Ze47fL3/8y77XTjreq1eufcy8j079+h9su/b1FyUWfuzyJww9 t9ODafy8qlicwrDlo/shDzvpG9b+5te+35WPUNEyoPTUZj3cfe12CXwe/RamNvO9D3Vam2ADz+dA /omQbw8MYQaxZ8HLodB924OhCiXnPxoW7HS2W2H9WLNBAraQdSOEoA3rFMEDyu6EnsMhCT0Yw8DB L3cgHJzqnnhBHXLIAfJjnBH/rSHB/yVvZD9UXxShCLswKrCHCExjCm+4RiIq8YPcy+EMCbFALdZI anikmh7zAyACBGAAfwzkAPJIyD0aMgxWW6IQ2ygBQQbgigoApCRLKMcxVjGJcVRkDS8gyQBkAUIQ 6KQUMwnHsVXQij68wB9hRIFV1syLaKtRHfUESNdVYAAupGIu73ZKXQKRArj8lQVqybwhXqx7s9RN MIWpyjOaUYOR6qUld+kAV5ItA9bUGxKn6DDvbbGV8fPAMhNJSU2y0YSw1KaWHhlOccYyncRDJhrL lUl2ttOd5GQi+6rXRYfZ857i/CcmabdIeT6Tha4SqDdGoFAGojKfBXUoI1/p/6eGaogECtXfPGdX xofSs2EWVRxGu3bQHRbwm8cI6UVJMM4jwrN/+xxoOUupIpWulKVv1OcoTdlPVtn0pjjt6Es7WEpv brOMLXWiCOxpx6E2UJqkJE1SlbpUoRqToqIzqlMt81OgBrWpV9UVR83pxitNdQZLYqdGS8rBIG6S oEY5K+dO8EiwTlSs5IPrOY3VVa/idK0eHatWw5oQuU5uBYMcIETfKlG9lhUffd0UCwIAWF+K0apR jWklIitZxNrVscdsbCUziw3DHhax4gNg89iaSjpw9pqTVexHKQlVGZY2M6jtqUEDm9eAvJaZK/gt 6O46XHQStpiXMO0cS6Bczf+SlowuneYvT9BcgNJVtmOlpPzkR0cXCNeWLKjuQnFbxK1B8rzRS68a waje7qJ3vViMbwOSyl74ms2+73XvAhRaX/3it739DbB889vfL37ywAhOsIIXzOAGO/jBEE6BJyNM 4QpbGAADuLCGN8zhDsdzpk0UgXj9WoLvjm+rMq0tiEFgYla2YMTUtC10B0tcTrrJBC2WGEoXY6Y0 bGgaPzYELqUlPxijYLvcBUUbgnwLlk3CyZtlMlXRmmNtCYXIc9mWlNFDA4mYCQ89HjIGqeuG/GE5 Dp/sboTSvOQOpXkNbi6bH/37iW1VWQJI9hcoDlyVL9P5IGIub25VgSMz8Vn/LV+GsiHyV4AMj5m5 Wo6upASwXVP0mBDSIkCanzxhQQui09EqWwBvzM3nXnIaRh5IbD87Wp7uOBh3Ni+ZKyvdy0paxqfu TKzvW2LR4jrGtNXtz1KdkrRiFrRY3a1lnYmMXedXxMZdNjT5+WqJOFuNIVgmrU0dYxojW6zExvN1 o11rZodMxTrNWrghoKN/bvvX0y01vG1dU+BBu3i8JSm1j3rrHDo7Ri1994p36u1W/27XW+aAQFlN 1tCiO6Kai3WHMppaHctyo70N250j1FCG07R2D2fs+arcHGK61bnzNre8Bw7dcua4NYb1eIgjGvK9 LrHFkDGtwNOd637zHNhM/zTxYJQrc5QHu9o0zGaiMKB0mO6U5T0veMOT/QAjkyWyRX86yIXdcBir xOSqPe6Ju5lMuIGdwMMEOsQ/TnOus/0B2RT1sxvQ9LDXeOxZLfszRUlnSPC951BXO2Nr/liDa0vU jjxvJ9e98qnj1UiFjPwhJ09pIjhSkpLPPOUnv9iW/zze45174EGf8mnL9PP0Rj0W5Y5tw6995oN3 O+ytW27T1x6hp3+90VWvaqTf3e7kdr3I3057bpN+9LaWOvELP2XHF1f4eyV8aJ2/9HznVPcE17v1 2/vt51Mf78H/PvChH/rthx/5Kj82+m1vfOCKffzit7i+fy//99fL/L5eP//uG499z/efxOQ3fcvn cLK3e6clbfvXfunnc/8neDaHVr7Xfch1frPHfAPYWfiXdTOmfQh4f/b3Th+oTtendQ14fHOVgdiV ccpXgQJ4gPQHgi8ogvgWgx8WfxvBgbdnUidngSxIdc13gY8Xgh8mfT4IhEeGcfOXg231Qvqng/iX RSmYhHFEhEFIg+yGgwrIfgw4fD1YhaUTgQFIdVTofUYIXiiIhVv4gF1Ihi4ogeAXhl6Yf2s4gXDo fkrYWneYSCtogFyYCwKEhkfHbzvXhqWXgIXohLnXhySoiOUnhE7nf7EHhjaoAQV2iEvYgZfIf4wI eLwHSaAkiWX4hmNIh5P/qF6MVoDZh4QjqIaPwXqVWIqPyIk0t3maV4sI0kcB0jS2uIu0qDQ1WIKp B4wDxmtWSFRzKIqoCInFFmSnCIoxtIeLyIrFV4ekGIrjN4pvCIuydoaqOIOaKI3KyIPLRY3ZaI31 543kCH/muBHKk4xRB4id6IHFuIPhSIDOyIfT2ISZmIWGCI31WISEqI30KIuRKIgVd4PdSIHCqIX+ SJDgCIACyYQRmWLu6ICNmIezFY/7mIbiGI0deTD36JH2aJD4A48L2Y8muYkY6IjGiI+Fh43qeIwu xlqd95HvmJByeJLy6IYx6ZIjiWLfKJIriZHZpZF4qH5GWZMtOI4TGZT//xiHMHmOPFlsOKmBN0mT GamTCEmSYBiVMDiVW8mNWClYKfmQQwmWMoiWQ1iRJhiQSZmVKkl6DWmRS5mP65iW6SiVOSmUcdiU raePR2mJgTmXbRmXR8iViCmFfsmRT2mH/IiIRKmCZWmTZ5mXX2mZeOmVeFmKTNaMiUl2VTlAivZn mPmLMqmXmmmaPumBngmUSFlUk1mX5CF3ncmWwTh4vciLujkGuDgEArKbwJmbY6CalFmYZnmF/gWF sSmGtrmAsCV6b1mUWjmYy9mXJ8iSA0mXzBmSjWmGmBiYgKmH1cmGTHmXxNmdyMidDnmRj7mR4flR hHmbx3mYrsmY6/mT2P8pkeaJnGOZce9JlqG5QMoZoCf1mfNIjO0JntEpmQTanwhamrGonVDZnFr4 g9OplACJcvHpnAv6oIs5iAVZnyAaP+2ont02ntXolqd5mR+KofJZnC8KkR26ijC6gBtaoTPKfRDa knz5fKkZocbJnoLpouSZig5Ko7Ipoyu6mftJQRRqiBZqmBx6ofCJouXIE3/YoPsmogcpblr6neL5 pZHpoU2anUGKnweaiKv5NkeKjkNapWKaoFZmome6nQaqlvwplnqqpjWKo1S6jfnJp+h5jU8KmWMR p28KoG2qkFLae3e6o09VqO55nWOKpBlqpHuKka9Ypvq5pGtJpzGKZ5te+qf+maPhd6NQapRdRqae CqShOqGgOqWtWAyjSZr/WaqkqpjCGZy8WgQHtgW92avCuqtnEATG+gPcdazKuqzMuqzJ2qzQGq3S Oq3UWq3Weq3Ymq3auq3c2q3eKgEJAAA7 ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/graphs/Para-1.+0.-3.gif R0lGODlhIAEgAaIAAAAAAG0kAAAAVZEkVQAAqv///wAAAAAAACwAAAAAIAEgAQAD/1i63P4wykmr vViBzLv/YCiOZGliwHaubOu+cCxuqmzfeK7vWs//wA5BMCwSj8YkcqlsMp/OKHQqrVKhqWwydbV6 u+CvOEweFyMCV9pFeK1HtUX81Fa/6q23A7/ir/R9JXMFgyWAdG53aHZsiS6FJH4nhyaSJpQKlpGO LZokkCOYm4ydi3mKpCygIp6hqKcQrSGyIaIjtCCrta8stqymvbx/LymlqYHHDLgeyx6+s8TJlZws ns8f1x/NHdkeuiDbHN1C1A3hGOcY4xzpF9/YwpPxC+vq84bRxrD6wbGN0iXaWXjn7B6JeuiADfu3 TxXDfvwWPhBIgSIFhBcsTigGsf9aOUQQMFYQWUGjBJIUCJIDOKqhuYcSPT5ieevjtJA0f+UMoZKd zYA/C5j0txNcvo7IXIJ8gPKkQVczI8qDOXUi1UtPZxTVFrQmTqU3wQrqmXArs6BDrZpd2YKsvav4 4BZoqjAp0hNuM3bVKVaoXKhSTeS1QDdCWqYGCyP+K0Lxg8El90JjefjlWp9R74bVDPQr55af4TDe NRqEqMrKJBt9BHmC4z2quXqOaZc23tLwcBckKrOv17aXM6Bm8Nry4tB8kbsb1HrCcHpZSavtrXw1 Tx9ygpf1nbxBcei6uQlu0FzCcwXfF5yfazi8uOgDmWvXO9+CNTNl8uPfr7+/EwD/S6TA34D+FUjg gVe0F1hcC2agwhzl1bVUdbIdZ9tmF3bAEQMR8kbhWZS5l0F6mRyVIWgn/uYAiST6VV8FHU73IVuf nbdei+vFuCJ8uTXIIo+7AdcgYNSdaGNsILalI3FAiifXjyK+JWSRVVGJlYcTptjdbdxN1qV1O35Z 4YwcLJnaixWhFeUFOJpYZW1vZsmkmEmS6eCahDX5HpYYxtnneHTSqKWXYdq5naHLDdmYniMqaCWD j36CpnNICjonovZVWiaeIzEqJWyKShepaIFiVqpwEkIK55VTrqqqnKyCOuqinKY0qXmaojqbn52d ikKtrnnKpqOuHiRsfL7Sl2ym/7vGWiyRK5ipXq6HGgmsU9dGIC16x3b65K3EDppLts3++eq0oZrW ra3LRgYun+Bh6m677M4q6rO0ygjrub06RC+l7+p7qbhjEuzNtjeuGyy8KPLaMKDyphmwrIUabKmz XNqrLrkWGofvvfuWKd+/uE7ssXcmn0nyg+RxXPHHGwvcr8WmkpodyeE6rCLKODNsrKQtp9ujxkOb Y+DRCCaNdBcANMGF0lAvHfXURKT6s9BBjvuYyzxj7aTMD/MbtoNZBB0xwD2DzV7aFNN8p9d7wt2o z1tibC7QZ5fM9skD61y32DbDXHTI0KoseNaHa7htmymj27HdM/t9ndyfJh532/93F565Vnsb7na1 fUM+tuaCcB365iA7bvnclLvTeImvu/g44H9f7S/RiBOeL+aRi75zxp8rm3fO8QbPbOdyIEyt8Na2 nqfpNw9P9+7FQum8t63qnnrvYh8Ze47fL3/8y77XTjreq1eufcy8j079+h9su/b1FyUWfuzyJww9 t9ODafy8qlicwrDlo/shDzvpG9b+5te+35WPUNEyoPTUZj3cfe12CXwe/RamNvO9D3Vam2ADz+dA /omQbw8MYQaxZ8HLodB924OhCiXnPxoW7HS2W2H9WLNBAraQdSOEoA3rFMEDyu6EnsMhCT0Yw8DB L3cgHJzqnnhBHXLIAfJjnBH/rSHB/yVvZD9UXxShCLswKrCHCExjCm+4RiIq8YPcy+EMCbFALdZI anikmh7zA6At9DGPgNyjIMNgtSUKsY31ip4VfbjIQnpvi3Ao2xUh2cU3NpGJ7CuiGTW4SRa+sIRy HKOGKonImnXNi2hDoiKp6EJWAvGTmJRiHJ1YSl1RcnahnCUcP6E8UnavjgPUli9zObYKNrJcpUMj MmUoyyO6Uoy6nJwqyzhNZ1oyk888Iwazyclj4tKa0cSmKDd1y2pysZyolED+xAfA5nVyh8p8jACB +S10DnGU8STfOF+ZxHA2E5S0pN0hBVrD4t3TlAd92zs5uFBG9pOZZIQoPs3J/06JfXOXAMUo5xpa yIzG8JEUzUw6iUdQNppwpP0T51jyeUpv6pOa3PRkTBOZUNDV0qYnrSnzdDoQerJUiSBFaQc3KtQg XnKgDORpO5VK031CU6KtnKJTtelSsxUVlhpFqjFnylBNVvWaBf3lTw3KVXXOc6w5DdlWp9pN4JW1 o7GMaFCZmkqv0lVvIb3oUcNKzIBClZ9slalU/RlRj86xpG686U5XCbFtuvWxycweZCOLRauqEYyM xexlK2tZOnZWs56dpGgz+1nOjnazpU3taUNLWtW2drWgyIJsZ0vb2tr2trjNrW53y9ve+va3wA2u cIdL3OLSlqSG/WdcJ3rVh//2tXZrJWwVJ5vcwi43qjANLDw5CoEsBnOZoFyDmdKwoWmUNy7Skp96 1+um1Jz3FiybRHwrIUnq5uK9kiJAeueyLfyihwYSMRMexqtGvxo4FPnbbxxk69kIMbgN/hVZMcTL y2LUIb39be9KixhbBrNKwKy90n4lKwgcmWm2RBHwfA2xzhCjz77jes4GBKBeUxA4wuDw8CV0TNmx 4Dh+9cWL/Fw82L8+tbrMvStyDcnX6BqZqjDmK5NNSsy5KnZ8dr3yUrVs0ZdOObGIVRxak/rWZVo5 zAhtrJJTqlytDvPLSdZuV8v8zTM/F6kH3iuV4ZzmtKLZltVssT1FZ2c+Azr/y3/G6Z2b/OasHvbJ bZWzQ4uMZOxCGkZn5a5e3TzoRLtuzHZ051fJKmlhdnrRVHZypQHb41KD97qsBueltzvqAqMazLe+ mJ9z3WdeK7TWZHZ1nX2qadM2l9KGVrSqYX3kGfTy1OcrtKP3TNQ1D1XPuF42nqftDWID+zTeLjNo PY1lazdQ21LmtlnHPes5C9vL0sa2ruPs3XDfDd3UlvcXF2xsOnt51U8dpMADSfAh/LEITyu4wgcu cLiqtN2T7nZnpWtpgEMZ2dvW96EPdt56g9p+0FY3OYvdUn+XHOPp1rii8/xwi0c6jvjGdbI/TXKw 5vvh8W45s2l+7Oxyua42/5/uu0++4W9/d9gfX6DHa05qmDda5Tw3edDnHW17U/zX5sYq1Mvd9Jlz ndwwsjrEHSl2l4c95Fvf8q69rnZf/yrpcDfqzduc8vuiXeeczmugy77zl8va7LSWOmPB3uWe/z3m VBc51oc+9V5XPe7AXrrR66l3wwu68g7LOd3nLnHM/xyvRGd74bPOoWd7XqxMXzvgN/J0vDP67pvv /OQh79y+C/bqbz+92xer+rSP/vOmTn2wcX9xn4/91Rl/tOiBDnyfId7xis/97IUPbtozPnmwt27e Da8/Eh9/03Vvpua1H37Zkx7lrk9162O/EXavPuLfhzffk88uCK2f/OrPvv/Q4zfx+If+/WRnfbjH Y+4Xfby3e183Fwy3cAyIIAd3BALSgBK4gEqzZPSHfzIXdYOHgG23fKDXeM12gftHNh03f+U3guM3 ggDYXfengtDVghVXbdfXeyJoaSkYgzW4eITHfDv4gV1ngAnogdpietynJgLof6vVgxboezw4fELI ZhgYZ8TndyuIdNR3dP3WfNeWftkGg7HGcpzngjkYcCYYhiNXhMP0fBunhVk4hbeHhF13g19oeymR adNXPV4YgspHh+7mhoGHfhnIhD7YakoIhWL4err3hFtzhFUof4zIh+qUh8VXTJJIhTLoh30Ih2sn h3pohjrIgb9XiBRUiW//GEmPOIaTyImT2Ij9p4hyx369poYrB4Rnd4Vip4qWiIo9pX84iIhoaESX 94s1UoaBuIeCuIRcOG+yeICu2IqQ6HAnaIPEmHg8YYeCR4O+eH7GB4qsd4rRGGu4WIrPyIK8OIfb p41/J4TvFYzo2H2vSI3JCH27aH/l2IldWI+reIZEpolOyIpANY3yKE8bso6k+IcwR4ETmJBj0EcB MAAN2ZAKGZEIOQbIWIywuIbk9JDZ8ZAOKYrveIj5l4i0uAAa2VkN6Y8/OI5WeIcz1ZHk6AAueZGz eIzOV5CZWAED0I0QEADfaI/wKH4AiZEUcJI6uZM5CZIWGYWxaJPwJwE8/1mLEnCUQtmMtbdL4WiQ f/WUmIaTveiJPrmU+JiLDaCVUDkBUhmEI9mEj2eLXkOWZWmWXzmVaTmI/UiTWxh7bvmWcImWdvmR 0uiNc5eXermXWImS2BiSwkgwZ6mBXBmK3EiXa8mSILSYjDmU4qiLl5mNbKh1eEeZicIBgsmZMsmM VhmUs+iZlVkBoZmSmFmYLxiWpYiaqamakDmXFSlXpsmMq7mLH7CaodaO0KiUchlDu8mbHiCb7iiZ 26iS//Y3xWmcx4l8PZmP57iZVbk9sil9H+CZyXmNTniVN1k32YkC5SGYv2mdlLaMfIlN46mdvemX 5jidfgeeTbklzzmbGePglufpkZ+knh1IPfeJnxiwmN05g9+Zm+MToAI6oCA4k/EolP7pmETSnp+4 nYAonA4KlICZJBRaoR6glfv5mMgVoWqZLwr6mSXwlAWKifBHn8EJIie6oBlwlCFKlenJlKbQoR5q oSvKj9XHlh6ho5HojO9Zo7ZZk7BZPzEqT204AgHQo4Z5oBsqBEtaWQUIAgNgpH3ZnzgaEkKqAWWz YrY2Al8an16ZihKZpviRpQcyW35UcE+qpnIqBkFQp0AwZHaap3q6p3qKp3z6p4AaqII6qIRaqIZ6 qIiaqIq6qIzaqBKQAAA7 ------=_NextPart_000_0000_01CA0D07.70214080 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.easyworksheet.com/vert.GIF R0lGODlhxgB8APcAAAAAAIAAAACAAICAAAAAgIAAgACAgICAgMDAwP8AAAD/AP//AAAA//8A/wD/ /////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBm AABmMwBmZgBmmQBmzABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/ MwD/ZgD/mQD/zAD//zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNm ZjNmmTNmzDNm/zOZADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/ mTP/zDP//2YAAGYAM2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZm zGZm/2aZAGaZM2aZZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb/ /5kAAJkAM5kAZpkAmZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZ AJmZM5mZZpmZmZmZzJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwA M8wAZswAmcwAzMwA/8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZ ZsyZmcyZzMyZ/8zMAMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8A mf8AzP8A//8zAP8zM/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+Z zP+Z///MAP/MM//MZv/Mmf/MzP/M////AP//M///Zv//mf//zP///yH5BAEAABAALAAAAADGAHwA AAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXMmypcuX MGPKnEmzps2bOHPq3Mmzp8+fQIMKHUq0qNGjSJMqXcq0qdOnUKNKnUq1qtWrWLMORMG1a1ekXsNq VRj2a9ayXLWiGBtx7VWzbMmmxbrWbdyDddUKtHt3696xbufencuXLsHCZw/H5YvYKuPBBQVXlfyv seHIjg1aThx5c1LKlfv6xQvVsmfOmp2aFq0YIWiir/+yHu0aLNnZEE/v1I07N++asXtb/C2TuPC2 Po0fb6s8ZfDlGpublA5d4nOV16tzpO6Ru3aK3qN//8cevmL28SDLW0fvUv1D9+zNw094Pj7J+ant F8dfmb/+i/P59x9G7gk4IIHe1XcgS9QZuOBGzTn4IIS/KTghTLpJeGF3pmm44UeIefhheq2NCBtc Jp6YolGBrTgUYyK6iCBpMurkWYw1IrcQjjk2VGGPMVloIZAdNUgkdsMdeVJ5PNY4JH1NpshflB8K SOWEDl454JPWaRkfjl6O12SY1VFJpnBcUqgkQ2ee2Zeboa2ZH01w0lXnVndOlSdmR+45Z45+0vgf b2m2R2hvGbLIJm6JHtWoaKcFmtuOrN0oKXO3vUlfaZtCVltUm10q0mp6fspWiKJmBFqqIP6ZGZ96 lUaImmyzxnkqrG/hCaldrEbnFaK/5tpfsGqJZetgKJaWbJmF5rSsnNBGK+201FZr7bXYZqvtttx2 6+234IYr7rjklmtuTgEBADs= ------=_NextPart_000_0000_01CA0D07.70214080--