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how would you add polynomial
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Example: Add the polynomials 5x – 2 + y and –3y + 5x + 2. Solution: 5x – 2 + y + (–3y + 5x + 2) ... Example: Find the sum of –7x3y + 4x2y2 – 2 and 4x3y + 1 – 8x2y2 Solution: –7x3y + 4x2y2– 2 + 4x3y + 1 – 8x2y2 ... Example: Simplify –4x + 7 – (5x – 3) ... Example: ... Solution:
opp nvm
so say for example you have (\[(x^2+2x-7)+ (x^2+5)\] so you take away your parenthesis and you have \[x^2+2x-7+x^2+5\] from here you need to ADD like terms. x^2 plus x^2 add together, and -7+5 add together. this gives us: \[2x^2+2x-2\] does this make any sense to you or do i need to explain it a different way?
thank yall so much
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