Finally, enough background knowledge has been built to explore the idea of multiplying radical expressions together. This process can be done as long as each radical has the same index; if two radicals have different indices, they cannot be combined through multiplication. However, if both radical...
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So, even though we are multiplying both the top and bottom of the fraction by the complex conjugate, we really aren't changing the original number itself; we are just manipulating it so we can simplify it. Okay, so let's get to work: This first step shows multiplication by the complex...
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Animal and test-tube experiments suggest that vitamins and fatty acids found in the plant food help new cells make copies of DNA when they divide and multiply. Meanwhile, the high—fat and the high—sugar processed food harms brain cells by leaving brain tissue damaged by free radicals (自由...
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Multiply the divisor with the number written above the effective dividend of the previous step and write the result of the multiplication below the effective dividend. Then, subtract the multiplication result from the effective dividend and write the answer. In the considered example, 7 multiplied by...
The simplest route to get a common denominator is called cross-multiplication. Take each denominator and multiply it into the numerator of the other fraction(s). Subtract the resulting numerators: the first numerator times the second denominator, minus the second numerator times the first ...
A polynomial expression is a combination of terms using addition or subtraction. Each term has a coefficient, and the variable's exponent must be positive. Terms can be a combination of coefficient and variable attached by multiplication. For example: {eq}\frac{1}{3}x^3 + 4x - 5 {/eq}...
Zero Property of Division Dividing by zero is undefined because it violates some basic properties of division and multiplication. On top of that, division by zero, as a concept, results in a meaningless conclusion. The zero property of division is then, $$\frac{a}{0} = undefined $$ So ...