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In solving an equation involving radicals, it is sometimes necessary to square each side of the equation. But doing this can introduce extraneous roots, which do not satisfy the original equation. After squaring both sides, when you then take the square root of both sides again, you do not get back the original equation exactly. There is a 'loss of information' when both sides of an equation are squared. Can you explain the origin of this phenomenon?
An Airconditioning systemcan circulate 280 cubic feet of air per minute. How many cubic yards of air can it circulate per minute?
Consider the demand for computers. For each of the following, state the effect on demand: Consider the supply of computers. For each of the following, state the effect on supply:
Finding and making the truth value.
Simplifying the equation
Calculating the amount of compound interest.
Two friends are both on a local running team. They run at the exact same rate of 7 miles per hour. They are running the exact same race course, but one friend starts running an hour after the other friend.
Problems on probability
Make a graph of the relationship.
Polynomial long division and multiplication-Use polynomial long division to divide
Algebra equation
Linear equations & inequalities
Find the maximum height
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