16 < 3x + 1 < 4 Part 1: Solve the inequality above. Part 2: Describe the graph of the solution.
add -1 then divide by 3
I am wondering how a quantity can be larger than 16 and at the same time be smaller than 4.???? Or x be greater than 5 and yet smaller than 1. Should make for an interesting graph.
u r right @radar i didn't notice that. i just looked at the middle expresion
Is this an 'or' function like x can be greater than 5 or it can be less than 4? It certainly can't be an "AND" function. It is confusing, any other ideas @helder_edwin
Maybe the problem is a result of some sadistic professor trying to twist a students thinking lol.
@radar i think u r right. it makes a lot more sense an OR than an AND
@ivandelgado r u gonna take part of this?
Wait I just graphed it and it is not a value above 0 or less than 5 so it is a lot of things except those I am still confused and becoming exasperated.
Never mind my graph is wrong.
That zero would be a 1, is the domain of x all numbers less than 1 to - infinity and all numbers larger than 5 to positive infinity?
I am applying the suggestions of adding -1, and dividing by 3 provided by @heider_edwin
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