could any one help me please!!!!! with these few questions? 1. what is a polynomial function in standard form with zeroes 1,2,-2, and -3? A. x^4+2x^3+7x^2-8x+12 B. x^4+2x^3-7x^2-8x+12 C.x^4+2x^2+8x+12 D. x^4+2x^3+7x^2+8x+12 2. what are the zeroes of the function? what are their multiplicities? f(x)=5x^2-30x A. the number 3,-2, and 0 are zeros of multiplicity 1 B. the numbers 3,-2, and 0 are zeros of multiplicity 2 C. the numbers -3,2, and 0 are zeros of multiplicity 1 D. the numbers -3,2, and 0 are zeroes of multiplicity 2
3 what are the real or complex solutions of the polynomial equation? x^3-216=0 A. 3,3+3i square root(3),3-3isqr(3) B. 3,-3+3isqr(3),-3-3isqr(3)] C. 6,3+3isqur(3),-3+3isqur(3) D. 6,-3+3isqur(3),-3-3isqur(3) 4. divid -3x^3-4x^2+4x+3byx-2 A. -3x^2+2x+24 B. -3x^2-10x-16, r(-29) C. -3x^2+10x-16 D. -3x^2+2x+25.R35 5. find the roots of the polynomial equation x^3-2x^2+10x+136=0 A. -3+-5i,-4 B. 3+-5i,-4 C. -3+-i,4 D. 3+-i,4
@amistre64 @austinL @lulu22 @Koikkara @Mani_Jha @mathslover @Niall @blondie16 @BrandonGarza777 @BrandonGarza777 @Vanessa_O,O @petiteme @Preetha @cwrw238 @CGGURUMANJUNATH @skinny23 @shrutipande9 @ash2326 @AravindG @Preetha @yunghustler @Grazes @ganeshie8 @GodIsMySavior @Henryblah HELP ASAP DO U KNOW THIS????????????????????
y did u tag me?
i tagged anyone that would show up
@rockstargirl17
@lovelygirl18. Is this for the test?
For number 1, multiply this together: (x-1)(x-2)(x-(-2))(x-(-3)) to find your answer. This form utilizes the form (x-r) to create a polynomial. For number 2, you must factor f(x)=5x^2-30x to find the zeroes(aka roots) and find the multiplicity. Is there any specific part you are having trouble with?
im the wrong 1 my sleek-feathered one
3. Factor it with difference of 2 cubes ( http://www.mathsisfun.com/algebra/polynomials-difference-two-cubes.html) 4. Use long division or synthetic division to divide. ( http://www.purplemath.com/modules/polydiv2.htm or http://www.purplemath.com/modules/synthdiv.htm) 5. If you can use a calculator, graph it out and find the x-intercepts. Otherwise, find the lower and upper bounds of the roots(if you know how) and then use synthetic division to "guess and check" for roots until you have a remainder that equals 0.
@zeinas yes it is for the test
@Grazes for #1 is it C ?
Nope. Try multiplying again. It may have been a little error.
1. B
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