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simplify -3b4+b3-(B3+B4-3)
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I am not sure how to read that expression. Is it\[-3b ^{4}+b ^{3}-(b ^{3}+b ^{4}-3)\]
yes
collect like terms\[-3b ^{4}-b ^{4}+b ^{3}-b ^{3}+3-?\]
*=?
is that the answer
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no, you have to simplify the terms what is\[-3b ^{4}-b ^{4}= ?\]
-3
what is\[b ^{3}-b ^{3}= ?\]
0
no, not -3. \[-3b ^{4}-b ^{4}=(-3-1)b ^{4}=-4b ^{4}\] and yes, the other term =0 so what does the expression simplify to?
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-4b4
right but you forgot that last term, the +3 at the end \[4b ^{4}+3\]
Sorry, I meant \[-4b ^{4}+3\]
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