What is the name and solution method for this type of equation?

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The equation presented is an inequality, specifically stating that a equals b minus f(c) and is less than or equal to 1. The discussion clarifies that without knowing the values of the constants, further manipulation isn't possible. The specific values provided indicate that a has been calculated as 1 - 0.8√13, which the author demonstrates is less than or equal to 1. This suggests the author needed to confirm that a meets the condition of being less than or equal to 1. Understanding this type of equation involves recognizing its inequality nature and the importance of constant values for solving it.
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While reading a paper i have come across an equation in the following form;

a = b - f(c) \leq 1

What is this style of equation called and how do you solve them?



Thanks
Confused
 
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It's not an equation, it's an inequality (or, half of it is). It means exactly what it says: a is equal to b - f(c), and both are less than or equal to 1. You can't do anything more with it until you know the values of the constants.
 
Thanks Number Nine. I am not familiar with this

The values are;

a = 1 - 0.8√13 \leq 1


Thx
Confused
 
The author has determined (by some preceding working) that a = 1 - 0.8√13, and is now pointing out that this value is ≤ 1. Presumably the author needed to show that a ≤ 1, and has now done so.
 
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