SOLUTION: Explain pemdas and can you give examples ??

Question 646195: Explain pemdas and can you give examples ??
Found 2 solutions by stanbon, lynnlo:
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Explain pemdas and can you give examples ??
------
P means evaluate each parentheses
e means work the exponents
md means multiply and divide thru the expression from left to right
as means add and subtract thru the expression from left to right
==============================
Example:
(2*6/2)^3-2*10/5
----
apply "p"
= (6)^3 - 2*10/5
----
apply "e"
= 96 - 2*10/5
------
= 96 - 4
-------
= 92
================
Please Google "pemdas" online for additional examples.
==================
Cheers,
Stan H.

Answer by lynnlo(4176) (Show Source): You can put this solution on YOUR website!
pemdas is in ordered form
example;
3*(5+8)-2^2/4+3
do parenthesis first 5+8=3
3*13-2^2/4+3
next suqare the 2 or 2^2=4
3*13-4/4+3
multiply and divide (3*13 )(4/14)
39-1+3=41
first subtract 1-39
then add 3
answer is 41
RELATED QUESTIONS
Can you explain what a no solution equation with a Variable is? Can you give me a couple... (answered by Edwin McCravy,Fombitz)
Can you give me some examples of taking a root and rising to a power. (answered by josgarithmetic)
in y=ax^2+bx+c i understand that b is a strong determinant of the x-intercepts of the... (answered by josmiceli)
Hi. I have a concern about linear equations. Can you explain to me about what they are... (answered by stanbon)
can you give three examples of something you do, that process using a polynomial? I... (answered by venugopalramana)
Could you explain the product rule of exponents. Why does it work. Give... (answered by richard1234)
Explain the concepts fraction,rate and proportion ,and give examples of... (answered by EdenWolf)
explain the difference between a logarithm of a porduct and the product of logarithms,... (answered by sdmmadam@yahoo.com)
I want to know the prove on double angle identities, Please explain with detail step... (answered by stanbon)