HHC GED Practice
Wednesday, May 20, 2015
Math: Multiplying Fractions -- Word Problems and Other Practice
The following website features some practice on fraction word problems. You will be given about 20 questions to practice before reaching a "daily practice limit."
Multiplying Two Fractions
Also, this website provides additional instruction (including how-to videos) and practice on multiplying fractions, including multiplying by whole numbers, multiplying two fractions, and multiplying positive and negative fractions together.
Khan Academy: Multiplying Fractions Unit
Tuesday, February 17, 2015
Social Studies: US History
This website is the most comprehensive reading source for U.S. History online. It is the same website that I utilize for history reading selections earlier this year. It is a thorough read, and there are some quizzes and questions scattered throughout.
USHistory.org
In addition, here are a couple links to summaries of U.S. history: a narrative summary and a timeline. While these are not exhaustive, they may prove to be a good reference for obtaining a general overview of American history, especially for quick review prior to the test.
American History Summary
American History Timeline
My suggestion would be to, over time, read through the US History website and use the Summary/Timeline to refresh yourself prior to taking the test.
Math: Solving Formula Problems
Formula on the GED test are most commonly used to solve the area and volume of shapes and figures. During the test, you will have the ability to click on a link that brings up a sheet of formulas, so do not worry about needing to memorize these (although doing so would save time). However, you do need to practice plugging numbers into a formula in order to solve.
Whenever you see two letters or a number and a letter right next to each other (i.e., 4x, lw, 2B), that means you multiply the two together. For example:
The formula for the area of a rectangle is A = lw, which means:
Whenever you see two letters or a number and a letter right next to each other (i.e., 4x, lw, 2B), that means you multiply the two together. For example:
The formula for the area of a rectangle is A = lw, which means:
Area = length x width.
So, given a problem where the length of a rectangle is 20 and the width is 9, the area is calculated as:
A = lw A = 20 x 9 A = 180
Let's look at the formula to calculate the surface area of a cylinder:
SA = 2πrh + 2πr2
This looks complicated, but let's take it one step at a time. Let's say we have the following problem:
A cylinder has a height of 10 meters. Its base has a radius of 3 meters. What is its surface area?
Believe it or not, those two numbers are actually enough to solve the problem. In the formula above, r = radius, and h = height. π is pi, a number that is approximately 3.14; however, there is a π on your calculator that you can use! The only other issue is the exponent at the end of the problem, but let's first plug in the numbers:
A cylinder has a height of 10 meters. Its base has a radius of 3 meters. What is its surface area?
Believe it or not, those two numbers are actually enough to solve the problem. In the formula above, r = radius, and h = height. π is pi, a number that is approximately 3.14; however, there is a π on your calculator that you can use! The only other issue is the exponent at the end of the problem, but let's first plug in the numbers:
SA = 2πrh + 2πr2
SA = 2 x π x 3 x 10 + 2 x π x 32
If we go by order of operations, EXPONENTS come first, so solve 32, which is 3 to the second power, or 3 x 3, which is 9. Then plug 9 in where 32 was:
SA = 2 x π x 3 x 10 + 2 x π x 9
Now, we solve the MULTIPLICATION next. Use your calculator to multiply everything BEFORE the addition sign and plug that answer in. Use your calculator to multiply everything AFTER the addition sign and plug that number in. It's okay to round to a couple decimal places. Your problem would look like this:
SA = 188.50 + 56.55
Now, just add the two numbers together to get the answer: 245.05 m2
**Note that area problems will always end in units squared.
Let's practice some problems using formulas. First, here's the link to the official formula sheet that will appear on the GED test. Click on it and keep it up as you do the rest of the problems:
Here is a link that describes two-dimensional and three-dimensional geometric shapes and figures:
Here's a link to solving some area problems. Two things to remember: 1) the radius of a circle is HALF the diameter. 2) A semicircle is a half circle, so to calculate the radius or circumference, calculate the WHOLE circle, and divide your answer by two.
Here's three links to solving various volume problems (you may need information from the geometric shape link above to solve some of the problems):
Language Arts: Reading Comprehension Practice
The website below includes 81 reading comprehension passages and the ability to check answers. Please click on each link, read the passage, answer the questions, and check your answers.
Reading Comprehension Passages
Reading Comprehension Passages
Wednesday, February 4, 2015
Language Arts: Vocabulary Practice
This site offers a never-ending "Vocabulary Game" that provides questions that ask about the meaning of words and how words are used in a sentence. Many similar questions will be on the Language Arts GED test, so this is a good resource for practice.
Click on the following link:
Vocabulary Practice
Wednesday, January 28, 2015
Math/Social Studies -- Mean, Median, Mode, Range
The picture above gives a brief description on how to calculate the mean (or average), median, mode, and range of a set of numbers. Based on the results of the GED tests we have seen so far, questions utilizing mean, median, mode, and range are appearing frequently both on the Math test and the Social Studies test. Therefore, you should practice this material.
Click on the following links for practice:
Khan Academy: Mean, Median, Mode (Measures of Central Tendency)
Find the Range of a Set of Data
There will also be a worksheet of word problems available for you to complete.
Tuesday, January 27, 2015
Math -- Square Roots and Radicals
For some additional practice with square roots and with simplifying radicals, including "how-to" videos, click on the following link:
Understanding Square Roots
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