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Fraction Solver shows fractions with decimal values, such as 5/2, 3/4, and 7 1/2/6, as easy-to-read figures with a fraction bar, graph, and fraction power.
Solving fractions is hard when done mentally. You need pen and paper to solve it manually if you want to get and efficient result. And even if you know how to solve it, sometimes you still make mistake in your computation. You cannot trust your computed result by doing it only one time. You need to review it atleast one time to make sure you got the correct answer. This process takes some effort, consumes more time, and drains more energy from you. In short, this process of solving fraction manually is not efficient and accurate at all. You need a sure-way process. You need a bullet-proof method to get the exact computation. And the solution for this issue is to use a fraction solver. This tool is very efficient and presented below. You can use it anytime you need a fraction calculation. A student is preparing his math exam and practicing the topic about fraction. He has no means of confirming whether his answer is right or wrong. He can only check and review it several times until he is sure that his answer is correct by having the same answer after several checking. This process is time consuming and he might not cover the whole topic to study. By using fraction solver as a guide whether his manual calculation is correct might help him learn fast and make him confident about the topic.
A cook might need to sum up all the ingredients of a certain dish but unable to do so because some of the ingredients quantity are in fractions form. The need to sum it up might be because of the need to have the correct proportion between the soup and the dish or whatever factors that needs to have a good proportion. Computing it manually is not an ideal solution because a cook is a cook and not a mathematician. Computing it with exact results might need the service of the fraction solver tool.The creator has once felt the weight of the consequence when someone makes a mistake of computing a very simple fraction. There was a wealthy man who as five legal and two illegitimate children. According to the law of the country they live in, to divide the inheritance, the illegitimate child must have half the value of what the legitimate child inherit. Fortunately there are only two illegitimate children. So their inheritance value must be equal to that one legitimate child. So the computation must be each legal child must get 1/6 of inheritance while the illegitimate children must get 1/12 each. Computing these fractions must be cumbersome when done manually. That is why the idea was born to create a tool that will compute a fraction automatically. (Source: www.fractioncalc.com)
A cook might need to sum up all the ingredients of a certain dish but unable to do so because some of the ingredients quantity are in fractions form. The need to sum it up might be because of the need to have the correct proportion between the soup and the dish or whatever factors that needs to have a good proportion. Computing it manually is not an ideal solution because a cook is a cook and not a mathematician. Computing it with exact results might need the service of the fraction solver tool.
It involves factoring the denominators of rational functions and then generating a sum of fractions whose denominators are the factors of the original denominator. Bézout's identity suggests that numerators exist such that the sum of these fractions equals the original rational function. The process of partial fraction decomposition is the process of finding such numerators. The result is an expression that can be more easily integrated or antidifferentiated. (Source: www.wolframalpha.com)