It is still an inequality but not a new inequality. It will not alter the existence or non-existence of a solution to a system of linear equations / inequalities.
Equivalent fractions for 4/9 can be found by multiplying both the numerator and denominator by the same non-zero number. For example, multiplying 4/9 by 2/2 gives us 8/18, which is an equivalent fraction. Similarly, multiplying by 3/3 gives us 12/27, another equivalent fraction.
Looking from a Catholic's point of view, I think God was created by the universe itself and made earth to be His paradise planet. It might seem that I am being very... wrong about the paradise planet statement, but then why is it the perfect planet? Because the temperature is just right and evolution changes to adapt to the planets ever-changing state. I believe that if God didn't exsist then neither would evolution, because let's face it evolution is a miracle. But if you look at it from a scientific point of view then it is very different. You would need to think about how the universe created itself and all the galaxies it holds. but then, who would have created the stars to make the big bang that created our planet? Well the universe could have, but then you have to ask yourself another question... what made the gases that made our planet? GOD!Answer:God was not created. He exists, period. He created time and space.
Four-eighths is equivalent to one-half. To simplify a fraction, you divide the numerator and denominator by their greatest common factor, which in this case is 4. Therefore, 4 ÷ 4 = 1 and 8 ÷ 4 = 2, resulting in the simplified fraction 1/2.
As the Romans wrote them: X, XX, XXX, XXXX, L. As we write then (because "lazy" monks in the Middle Ages created a shorthand form): X, XX, XXX, XL, L.
These type of problems can be helpful in decision making, for example you have a limited number of resources (such as a certain amount of land to farm), then you can create inequalities that describe costs and benefits to plant certain types of crops. An area which represents the possible solutions of cost and benefit will be bounded by the inequality lines. I helped my daughter with an algebra word-problem similar to this (I wish I had it handy). A horse breeder who had a choice between raising quarter-horses or thoroughbreds. Each type of horse would need a certain amount of pasture, and each type would bring in a different amount of money when sold. There were a couple of other constraints, which when graphed, created a bounded area on a cost/benefit graph. The goal of the problem was to find out the optimum number of each type of horse to raise, in order to maximize profits.
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