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Posted by on Saturday, September 22, 2007 at 3:07am.

Please help me with these three problems!

1. solve for x:
3x + 5x^(1/2) - 28 = 0

2. solve for x:
square root(2x-5) - square root(x-2) = 2

3. Find all values so that polynomial:
ax^2 + 5x + 2 has two distinct real roots.

  • math: polynomials - , Saturday, September 22, 2007 at 9:23am

    1. Treat y = sqrt x as the variable ans solve for y. Then factor or use the quadratic equation.
    3y^2 + 5y -28 = 0
    (3y -7)(y +4) = 0
    y = -4 x = +/- 2i are two of the answers. You do the other two.

    2. let y^2 = x-2
    2x - 5 = 2y^2-1
    sqrt (2y^2 -1) = 2 + y
    2y^2 -1 = y^2 +4y +4
    y^2 -4y -5 = 0
    (y-5)(y+1) = 0
    y = 5 or -1

    Now solve for x

    3. Require that b^2 - 4ac > 0
    (b = 5 and c = 2).
    Solve the inequality for a

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