Chapter 0: Problem 85
Write each number in scientific notation. $$-0.00000000504$$
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Chapter 0: Problem 85
Write each number in scientific notation. $$-0.00000000504$$
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Factor the numerator and the denominator. Then simplify by dividing out the common factor in the numerator and the denominator. $$\frac{x^{2}+6 x+5}{x^{2}-25}$$
What does it mean to factor completely?
Your local electronics store is having an end-of-the-year sale. The price on a plasma television had been reduced by \(30 \% .\) Now the sale price is reduced by another \(30 \%\). If \(x\) is the television's original price, the sale price can be modeled by $$(x-0.3 x)-0.3(x-0.3 x)$$ a. Factor out \((x-0.3 x)\) from each term. Then simplify the resulting expression. b. Use the simplified expression from part (a) to answer these questions. With a \(30 \%\) reduction followed by a \(30 \%\) reduction, is the television selling at \(40 \%\) of its original price? If not, at what percentage of the original price is it selling?
Find the union of the sets. $$\\{1,3,7,8\\} \cup\\{2,3,8\\}$$
Determine whether each statement in Exercises 43–50 is true or false. $$-\pi \geq-\pi$$
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