SOLUTION: 16. 4K - 10 - K For the given expression: I have to identify the terms,like terms,coefficients,and constant terms. Then simplify the equation. <b>ANY</b> help with this que

Algebra ->  Equations -> SOLUTION: 16. 4K - 10 - K For the given expression: I have to identify the terms,like terms,coefficients,and constant terms. Then simplify the equation. <b>ANY</b> help with this que      Log On


   



Question 90238: 16. 4K - 10 - K
For the given expression:
I have to identify the terms,like terms,coefficients,and constant terms.
Then simplify the equation.
ANY help with this question would be greatly appreciated:)

Found 2 solutions by jim_thompson5910, Earlsdon:
Answer by jim_thompson5910(35256) About Me  (Show Source):
You can put this solution on YOUR website!
Terms: 4k, -10, -k


Like terms:
There are two like terms: 4k and -k (since they both have k)



Coefficients:
Just read the expression from right to left and write down the numbers. If there is a variable without a number (like -k) then the coefficient is either 1 or -1

So the coefficients are: 4,-10,-1



Constant terms (terms without any variables): -10


4K+-+10+-+K+

%284K-K%29+-+10+ Group like terms

3K+-+10+ Combine like terms

Answer by Earlsdon(6294) About Me  (Show Source):
You can put this solution on YOUR website!
Identify the terms, like-terms, coefficients, and constants in: 4K-10-K then simplify.
A term is a variable, a constant, or a product of the two, so here, the terms are: 4K, -10, -K Note: Be sure to include the negative sign when there is one.
Like-terms are those terms that have the same variable.
The like-terms here are: 4K and -K
A coefficient is the number that multiplies the variable.
Here, the coefficients are: 4 (from the 4K) and -1 (from the -K because there is really a -1 multiplying the K to give you -K)
A constant term is a term with no variable.
Here, the constant is -10 (Be sure to include the negative sign when there is one)
To simplify, you simply combine the like-terms.
4K-10-K = 4K-K-10 = 3K-10 ...and that's it!