Algebra


	Algebra

A Plus Tutorial defines "Algebra" as most classes with the word Algebra in the title. Most pre-algebra students are in middle school. Most Algebra 1, Algebra 2, Algebra 1-2, and Algebra 3-4 students are in high school. There are even college students taking algebra classes. Any algebra class at the college level will be an introductory math class. If this is the level of math your student is in and you decide to have our tutors help your student, here is what you can expect:

	Our tutors help students complete homework assignments. Most teachers count individual homework grades toward a student's final grade. If we can ensure homework is complete and correct, we can immediately begin to impact your student's grade in class. As we help students with homework, we create a list of previously learned topics that weren't actually retained. We do this instead of giving students a diagnostic test.
	Once we have a list of areas your student needs extra help with, we use any extra time re-teaching those deficient skills. This old material is what is holding your student back. So the re-teaching of this material receives a very high priority. Our tutors work with your student several times on the same deficient skill to be sure it has been learned adequately.
	A Plus Tutorial believes repetition is the key to success. Your student needs to continually practice basic algebra skills. Algebra is the base for all future math classes including calculus. Mom & Dad, make sure they practice often.
	Once students gets back on track, our tutors will show them study skills they can benefit from. From how to study for a test, to how to study for tomorrow's lesson in class. There are many study skills that work for algebra - all students needs is someone to show them what they are.

A Plus Tutorial helps your student build a strong foundation in algebra. Almost all of what your student sees in algebra is valuable in problem solving situations. Not to mention that it will be used again in trigonometry and beyond. Some things, like graphing, are used every day in business. If you want your student to excel in life, this is where it all begins. A Plus Tutorial can give your student the tools to succeed.

A Plus Tutorial believes success is within every student. Students don't have to hate math and believe they aren't good at it. In fact, A Plus Tutorial believes that a positive math experience can change all that. It is always our goal to make your child smile. If that sounds strange, ask yourself this question. Are you more likely to learn something when you are feeling positive or negative? We give students a reason to smile at A Plus Tutorial because we know that's when they learn best.

If your child is struggling to learn algebra, please get them help now. Your decision to get help, now versus later, could mean the difference between success and that dreaded expression "I hate math." Your student doesn't have to get help from A Plus Tutorial but they have to get help. This is one decision you don't want to put off.

Pricing

Each of the "algebra" lessons at A Plus Tutorial lasts 75 minutes and costs $40.00.

We can see your student in our office once a week, twice a week, or three times a week. It all depends on your child's needs. There are no contracts to sign and your obligation to A Plus Tutorial is based on a week to week commitment.

We want what is best for your child. And sometimes that means a different tutor or no tutor at all. When students come back week after week it is because they (and their parents) are benefiting from the time spent at A Plus Tutorial - not because there is a contractual agreement. Try A Plus Tutorial today.

"We Help Students Earn Better Math Grades"

Adding Integers with Common Signs

Step 1: Keep the common sign.

Step 2: Add the absolute values of each number.

Adding Integers with Different Signs

Step 1: Keep the sign of the number with the larger absolute value.
Step 2: Subtract the absolute values of each number.

Multiplying Integers

Rule 1: The product of two positive integers is always positive.
Rule 2: The product of two negative integers is always positive.

Rule 3: The product of a positive integer and a negative integer is always negative.

Dividing Integers

The rules for dividing integers are exactly the same as the rules for multiplying integers...
Rule 1: The quotient of two positive integers is always positive.

Rule 2: The quotient of two negative integers is always positive.

Rule 3: The quotient of a positive integer and a negative integer is always negative.