0.4y^2 + 0.6y^2-0.2y^2
Do you need help simplifying?
yes plz
Okay~ \[0.4y ^{2} + 0.6y ^{2} - 0.2y ^{2}\] Apply the exponent rules. When you add/ multiply exponents with the same base, leave the base the same (if not, multiply them) and add the exponents only if the variable is the same. If subtracting, subtract exponents. Example: 2x^2 + 3x^3 = 6x^5
So multiply 0.4 x 0.6 x -0.2 and add 2 + 2 + 2 (exponents)
So the variable should end up to be y^6 \[y ^{2} + y ^{2} + y ^{2} = y ^{6} \]
thanx
you're welcome :) I have to change my answer, you leave the exponents alone when adding or subtracting. You only add the base.
ohh now i get it thanx u saved me
Anytime. You can ask me anytime for help with algebra, polynomials, pythogorean theorem, scale, angles, similarities, linear relations, exponents et cetera. :)
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