Comments on: GED Math: Making a Problem into a Formula http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/ My Fast and Smart Road to the GED Tue, 20 Sep 2011 13:49:29 +0000 hourly 1 http://wordpress.org/?v=3.2.1 By: Curtis http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/comment-page-1/#comment-1268 Curtis Thu, 05 Feb 2009 16:24:30 +0000 http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/#comment-1268 Hey, yeah. You got your basic area problem, right? But you got a few bumps in the road. First, you got dimensions in feet, an' you want an answer in yards. I recommend always changin' everything to the dimensions you want in yo' answer first off. That means, changin' all the feet to yards. Now, there's three feet in a yard, and dat's jus' somethin' you got to know. So, to change feet into yards, divide by 3. 24 feet = 8 yards 18 feet = 6 yards 9 feet = 3 yards Hey, you gotta know you're on the right track when all the numbers divide out evenly! Too bad real life don't work dat way. 'k. So's, now it's important to picture what the question's about, specially with this kinda dimension question. You got a room, 8 yards by 6 yards, and 3 yards tall. What's the area of the 4 walls? That's the real question... a wallpaper or carpet or tile (or anything that goes on a flat surface) question is an area question. So... each wall got the same height, the height of the room...3 yards (9 feet): wall 1: 3 yards x ? wall 2: 3 yards x ? wall 3: 3 yards x ? wall 4: 3 yards x ? So, what's the width of the walls? well, 2 walls is 8 yards long (the two walls opposite of each other on the sides of the room that're 24 feet) and 2 walls is 6 yards long (the two walls opposite of each other on the sides of the room that're 18 feet). wall 1: 3 yards x 8 yards wall 2: 3 yards x 8 yards wall 3: 3 yards x 6 yards wall 4: 3 yards x 6 yards To find the area, multiply: wall 1: 3 yards x 8 yards = 24 square yards wall 2: 3 yards x 8 yards = 24 square yards wall 3: 3 yards x 6 yards = 18 square yards wall 4: 3 yards x 6 yards = 18 square yards And to find the total, add: 24 + 24 + 18 + 18 = 48 + 36 = 84 square yards Answer's 84! I'm gonna move this to a blog post later, too, with a picture...cuz sketchin' it out sure can help. Curtis Hey, yeah. You got your basic area problem, right? But you got a few bumps in the road. First, you got dimensions in feet, an’ you want an answer in yards. I recommend always changin’ everything to the dimensions you want in yo’ answer first off. That means, changin’ all the feet to yards. Now, there’s three feet in a yard, and dat’s jus’ somethin’ you got to know. So, to change feet into yards, divide by 3.

24 feet = 8 yards
18 feet = 6 yards
9 feet = 3 yards

Hey, you gotta know you’re on the right track when all the numbers divide out evenly! Too bad real life don’t work dat way. ‘k. So’s, now it’s important to picture what the question’s about, specially with this kinda dimension question. You got a room, 8 yards by 6 yards, and 3 yards tall. What’s the area of the 4 walls? That’s the real question… a wallpaper or carpet or tile (or anything that goes on a flat surface) question is an area question.

So… each wall got the same height, the height of the room…3 yards (9 feet):

wall 1: 3 yards x ?
wall 2: 3 yards x ?
wall 3: 3 yards x ?
wall 4: 3 yards x ?

So, what’s the width of the walls? well, 2 walls is 8 yards long (the two walls opposite of each other on the sides of the room that’re 24 feet) and 2 walls is 6 yards long (the two walls opposite of each other on the sides of the room that’re 18 feet).

wall 1: 3 yards x 8 yards
wall 2: 3 yards x 8 yards
wall 3: 3 yards x 6 yards
wall 4: 3 yards x 6 yards

To find the area, multiply:

wall 1: 3 yards x 8 yards = 24 square yards
wall 2: 3 yards x 8 yards = 24 square yards
wall 3: 3 yards x 6 yards = 18 square yards
wall 4: 3 yards x 6 yards = 18 square yards

And to find the total, add:

24 + 24 + 18 + 18 = 48 + 36 = 84 square yards

Answer’s 84!

I’m gonna move this to a blog post later, too, with a picture…cuz sketchin’ it out sure can help.

Curtis

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By: Zaher http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/comment-page-1/#comment-1266 Zaher Thu, 05 Feb 2009 09:10:32 +0000 http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/#comment-1266 Hello , Curtis , Can you show me how you work with this one ? A room is 24 feet long, 18 feet wide, and 9 feet high. How many square yards of wallpaper are needed to paper the four walls of the room? Thanks , Zaher Hello , Curtis ,

Can you show me how you work with this one ?

A room is 24 feet long, 18 feet wide, and 9 feet high. How many square yards of wallpaper are needed to paper the four walls of the room?

Thanks ,

Zaher

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By: Zaher http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/comment-page-1/#comment-1176 Zaher Mon, 19 Jan 2009 00:06:13 +0000 http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/#comment-1176 Hello again , Curtis ! I came across another problem and can't figure out how to approach it . It is as follows : If x= y-3 and y=z^2, what is x in terms of z? I think this involves the use of exponents stuff but I can't make it up to work for me ! Let me know man ! Zaher Hello again , Curtis !

I came across another problem and can’t figure out how to approach it . It is as follows :

If x= y-3 and y=z^2, what is x in terms of z?

I think this involves the use of exponents stuff but I can’t make it up to work for me !

Let me know man !

Zaher

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By: ged math test : ged practice test : ged test : ged : ged study guide : ged test score : ged writing test http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/comment-page-1/#comment-103 ged math test : ged practice test : ged test : ged : ged study guide : ged test score : ged writing test Wed, 24 Sep 2008 14:56:10 +0000 http://www.passged.com/student_blogs/curtis/2008/09/09/ged-math-making-a-problem-into-a-formula/#comment-103 [...] The GED tests your ability to understand math formulas by seeing if you can choose the right formula to represent a word problem. This week, Curtis walks you through a math formula question. [...] [...] The GED tests your ability to understand math formulas by seeing if you can choose the right formula to represent a word problem. This week, Curtis walks you through a math formula question. [...]

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