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Which compound sentence is equivalent to |x - 5| > 4?
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x-5>4 x>9 x-5<-4 x<1 x>9 or x<1
x-5>4=> x>9 -x+5>4=>x<1
-4<x-5<4 ==> -4+5<x-5+5<4+5 ==> 1<x<9
^^wrong
sorry got it in wrong way... thought was less than sign... so |x-5|>4 isnt it... When |x-5|= -(x-5)... [-ve] ==> -(x-5)>4 ==> x-5<-4 ==> x<1...Eqn[1] When |x-5|= (x-5) [+ve] ==> x-5>4 ==> x>4+5 ==> x>9...Eqn[2] Now, From Eqn [1] and [2] Compound solution is x<1 or x>9
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Write the solution to the following problem as an ordered pair: The sum of two numbers is 170 and their difference is 26.
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