Question:

I have a math question. or two. can you please show me how to do them. i am so confused.?

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the first on is 16x to the fourth power -1. so its 16x4 -1. its solving quadratic equatoins. the next one is 6a the the second power -28-48. so 6a2-28a-48. the next one is -75x to the 3rd power+ 60x to the 2nd power-12x. so -75x3+60x2-12x.

the next and last one is y(4y-6)=0.

Thank you so much!

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8 ANSWERS


  1. It's not an equation without an equals sign.  You want to factor them?

    16x^4 -1

    (4x^2 + 1)(4x^2 - 1)

    difference of two squares

    http://www.regentsprep.org/Regents/Math/...

    6a^2 - 28a - 48

    2(3a^2 - 14a - 24)

    2(3a + 4)(a - 6)

    http://www.regentsprep.org/Regents/Math/...

    http://www.regentsprep.org/Regents/Math/...

    -75x^3 + 60x^2 - 12x

    -3x(25x^2 - 20x + 4)

    -3x(5x -2 )(5x -2  )

    -3x(5x - 2)^2

    y(4y-6)=0

    y = 0 and/ or 4y - 6 = 0

    y = 0 and/ or y = 6/4


  2. nope.....u should do your math homework or test yourself....

  3. Question 1

    16x^4 -1

    (4x^2 - 1)(4x^2 +1)

    the first one can be broken down further to

    (2x +1)(2x - 1)(4x^2 +1)

    Question 2

    6a^2 - 28a - 48

    (3a +4)(2a - 12)

    Question 3

    -75x^3 + 60x^2 - 12x

    factor out a -3x

    -3x ( 25x^2 - 20x  + 4)

    -3x (5x - 2)^2

    Question 4

    y(4y - 6) = 0

    divide both sides by y

    4y - 6 = 0

    4y = 6

    y = 3/2

  4. Try this http://www.quickmath.com/

  5. You first have to find out the factors of 16 and 1 separately. 1, 4, 16 are factors of 16 and 1 is the only factor of 1. Then, you need to find a combination of the factors to get the coefficient of the 1st degree term x.  In this case, coefficient of term x = 0.  So, it should be:

    Q1) 16x^4-1

    = (4x^2+1)(4x^2-1)

    Q2) 6a^2-28a-48

    = 2(3a^2-14a-24)

    = 2(3a+4)(a-6)

    It's hard to explain, hope you understand.  Try to do the other questions yourself and see if you understand.

  6. http://answers.yahoo.com/question/index?...

  7. 1. 16x^4-1=0,

    16x^4=1,

    x^4=1/16,

    x= plus or minus 1/2. Make sure plus 1/2 and minus 1/2 are both the answers, and both need to be noted, as per your teacher, which I am guessing (s)he probably wants.

    2. 6a^2-28a-48=0

    3a^2-14a-24=0,

    3a^2-18a+4a-24=0,

    3a(a-6)+4(a-6)=0,

    (3a+4)(a-6)=0

    a=-4/3 or a=6.

    3.y(4y-6)=0,

    thus, y=0 or 4y-6=0

    thus, y=0 or 4y=6

    thus, y=0 or y=3/2. Again, two answers.

    Hope that helps.

  8. I'll do the rest.  If you can't do the rest, you're in real trouble and it's not even September.

    16x^4 - 1 = 0  (add 1 to both sides)

    16x^4 = 1  (divided both sides by 16)

    x^4 = 1/16  (square root both sides)

    x^2 = 1/4 or x^2 = -1/4  (square root both sides again)

    x = 1/2 or x = -1/2 or x = i/2 or x = -i/2

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