SOLUTION: y=(x-1)^4
y=(x-1)
what real values of x, if any, satisfy the inequality (x-1)^4<(x-1)
if you can show me how to solve this problem, please email me at mkhla@aol.com. THanks!
Algebra ->
Rational-functions
-> SOLUTION: y=(x-1)^4
y=(x-1)
what real values of x, if any, satisfy the inequality (x-1)^4<(x-1)
if you can show me how to solve this problem, please email me at mkhla@aol.com. THanks!
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Question 393143: y=(x-1)^4
y=(x-1)
what real values of x, if any, satisfy the inequality (x-1)^4<(x-1)
if you can show me how to solve this problem, please email me at mkhla@aol.com. THanks!! Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! y=(x-1)^4
y=(x-1)
what real values of x, if any, satisfy the inequality (x-1)^4<(x-1)
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(x-1)^4<(x-1)
Divide by x-1
(x-1)^3 < 1
Take the cube root of both sides
x-1 < 1
x < 2
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The division by x-1 requires that x > 1
1 < x < 2
