How do you solve the inequality #x^2<10x-25#?

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Answer 1 · 2017-01-25T14:00:06

The solution is #S={O/}#

Let's factorise the inequality

#x^2<10x-25#

#x^2-10x+25<0#

#(x-5)(x-5)<0#

#(x-5)^2<0#

#AA x in RR, # #=>#, #(x-5)^2>=0#

Therefore,

There is no solution