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show that the equation 6x^4-7x+1=0 does not have more than two distinct reals roots (use Roll's Theorem.)
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isnt rolls thrm just the mean value thrm at zero?
how many solutions to dy/dx = 0 ?
6x^4-7x+1=0 24x^3 -7 = 0 x^3 = 7/24 since there is only one value of dy/dx that equals zero, there must be at most 2 real roots
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