I find that the PEMDAS is the easiest way with the saying Please, Excuse My Dear Aunt Sally. Make sure your student commits this to memory. It is vital to his or her progress through math. Also make sure they understand what each step implies by the use of the 1st letters. I have had many students that could tell me the saying, but could not tell me what it meant they should do.

Also very important - multiplication and division should be completed in the order which they exist in the propblem from left to right. ( addition and subtraction is the same way)

Example : 15 ÷ 3 * 4 = 5 * 4 = 20 NOT 15 ÷ 12 = 1.25

----> many students want to do the "M" first because it comes before "D" in the saying

Example: 12 - 5 + 3 = 7 + 3 = 10 NOT 12 - 8 = 4

Keeping in mind that everything within parenthesis should be reduced to its simplest form before going to the next step. Since this is 6th grade, everything in parenthesis will probably reduce down to 1 number. Then you can do the exponents before proceeding to mult. & div. etc.

I always try to give an analogy that may stick with a student. Think of the
order of operations like socks and shoes. *IF* you are going to wear
socks, then you put them on before your shoes. Likewise, parenthesis before
exponents, etc. However, you may not always wear socks. So you just put on your
sandals. Every problem is not going to require that you do every step of the
order of operations. If there are no parenthesis, then go on to exponents, or
mult., which everstep comes 1st, and proceed from there.

If you still need some help just repost and I will try to locate some practice or powerpoints that I am sure I have (somewhere).

Does your sixth grader know about "Please Excuse My Dear Aunt Sally"? This is a sentence that has the first letters of the order of operations in a way that is easy to remember: parentheses, exponents, multiplication, division, addition, subtraction. Most students learn this in elementary school or middle school, but I am so old my students actually taught me this device!

One way to make the point about the importance of knowing this is to do some problems together using different orders of operation. Your child will see that you get different answers every time. This is not a good thing if engineers are making calculations for the space shuttle or a doctor is trying to figure out the right dose of medicine. The other important aspect of the order of operations is that math is an international language. While it may be all right for some of us to drive on the right and some of us on the left, it is not all right if mathematicians in Spain are using one order of operations and the mathematicians in France are using another.

It is a good mom who does some research to help her child. Good luck to both of you!

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