(9x^5+5x^2+8x)-(3x^5-5x^2+6) Would someone please help me understand how to subtract this
start by grouping the "like terms"
"like terms" are the ones with same exponent for the variable the variable is "x" here
i understand that part, but should i subtract them? like 9x^5-3x^5?
Exactly! they are the like terms with exponent 5
every time i do it, it tells me ive got the wrong answer. so would this be right then? \[6x^5+0x^2+8x+6\]
wrong
everything is correct except the x^2 term
how did you get 0 for the x^2 term ?
\[5x^2-5x^2\]
ahh that is a common mistake
nvm i read it wrong its 10x^2
looks good :)
(9x^5+5x^2+8x)-(3x^5-5x^2+6) 9x^5+5x^2+8x-3x^5+5x^2-6 9x^5-3x^5+5x^2+5x^2+8x-6
\[6x^5+10x^2+8x+6\] This is the correct answer, right?
Looks perfect!
i put it into my homework (its online) and it said its incorrect. Could i just be putting it in wrong?
Oh there is a mistake
that constant is not +6
double check...
see the mistake ?
\[(2x^5-9x^4-5x^2-3x)-(-6x^5-5x^3+10x^2-12x)\] okay, how about this one then.. \[-4x^5-9x^4-15x^2-15x\]
\[8x^5\]
term(s) are missing and there is some incorrect addition/subtraction
yeah its easy to do mistake you can avoid them by working it step by step w/o rushing
1) group like terms 2) simplify
i don't see the grouping step in your work
\[8x^5-9x^4-15x^2+9x\]
again, i can't tell you what you're doing wrong w/o looking at your steps
show me how you grouped the terms instead of just giving your final answer..
\[2x^5-(-6x^5)\] \[-9x^4\] \[(-5x^2)-10x^2\] \[(-3x)-(-12x)\] =\[8x^5-9x^4-5x^3-15x^2+9x\]
still wrong, i think it would be easy to expand first before grouping
\((2x^5-9x^4-5x^2-3x)-(-6x^5-5x^3+10x^2-12x)\) \(=2x^5-9x^4-5x^2-3x+6x^5+5x^3-10x^2+12x\) right ?
yes
now group the like terms
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