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Find the largest number that goes into both 4,2 and 6.

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Divided everything by 2 to get the answer above.

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Go one group at a time. Split the equation in half. Simplify the first half including 5x^3-15x^2 and the simplify the second half including 2x-6

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Simplified the equation be able to factor it easier.

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Factored it to the simplest form.

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Set factors equal to zero and then solve for x

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Final answer.

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Add the A term plus the C term which gives you -10 and then find factors that equal to both the middle and C term.

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The factors you’ll get is -1 and 10 and you’ll need two Xs to multiply to get X^2

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Set both factors to 0 and solve for X

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Final answer

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Times the A term times the C term which will get you 9 and then find factors that will equal 9 and the middle term which is -8

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Set the two equations and distribute to make sure you get the same equation as it was given.

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Set equal to 0 and solve for X.

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Solve for X Using the difference of Square equation. (A^2=B^2=(a-b)(a+b)

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Plug it into the equation.

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Plug the number from the equation in the B slot and plug it into the (a-b) (a+b) format.

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Set equal to zero and solve for X

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Final Answer.

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Final Answer.

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Find the perfect square numbers (when a number can be times by itself to equal the C term)

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Set up as a factor

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Add a Square to get given equation

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Set to equal 0 and solve for X

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Final Answer.

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Square root the equation

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(Square rooted equation to get what’s above)

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Solve for X

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Final Answer.

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Divide middle term in half and add the result to the equation.

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Create the equation in the factor format and combine like terms on the right side.

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Get rid of Square by Square rooting then whole equation.

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Solve for X

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X=-6 plus or minus the square root of 43.

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X=-6 plus or minus the square root of 43.

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Final Answer

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Use the quadratic formula
X=-b plus or minus the sqaure root (b)^2 -4ac over 2a

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Multiply everything inside the square root

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Square root 61.

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X=-5+ Square root of 61/6 X=-5- Square root of 61/6

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X=-5+ Square root of 61/6 X=-5- Square root of 61/6

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Solve for X

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Final Answer