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'Complete certainty,' what exactly does this mean? It appears to suggest that we have the ability to know something with no doubtfulness. In actuality, it appears to be stating that it's a justified true belief. However, what makes a 'complete certainty' 'complete' and 'certain.' To know this we need to first comprehend and grasp exactly what the 2 areas of knowledge of math and the natural sciences say they accomplish that objective. We have to first understand what exactly makes something a comprehensive certainty into the scientists and mathematicians that study in these subjects and the way the people, who believe in their own findings, accept these 'complete certainties.' The natural sciences are both hard sciences which are always backed up by evidence and proof. As a result of this, both of these regions of knowledge are usually picked as the best in terms of gaining complete certainty. Both are encouraged and endorsed by numbers and this makes the two more exact, making it far more accepted and clear compared to ethics and religions. Numbers give the ability of universal language between people and allows everyone to understand each other without the barriers of misconceptions. In pertaining to the four means of understanding, let us see how math accomplishes 'complete certainty' and the point to which it communicates. Mathematicians feel that because math is a very concrete and difficult science, it is very much infallible. Through reason, math can always prove itself with amounts and signs of functioning equations and algorithms that will always have exactly the very same answers as long as the laws of mathematics are followed closely. Though, some math concepts are theoretical, as many are laws that can't be disproven. As an example, the legislation of addition, subtraction, multiplicat...