Suppose that a merchant buys a patio set from the wholesaler for $180. At what price should the merchant mark the patio set so that it may be offered at a discount of 25% but still give the merchant a 40% profit on his$180 investment.

One number is 25 more than another number. The quotient of the larger number and the smaller number is 4 and the remainder is 1. Find the numbers.

Read the fallowing passage and then choose the best revision for the underlined portions of the paragraph. The questions will require you to make decisions regarding the revision of the reading selection. Some revisions are not of actual mistakes, but will improve the clarity of the writing.

Proper care of the teeth includes brushing up and down to remove tiny food particles and bacteria. Flossing can be helpful when teeth are so close together that a brush cannot clear the spaces in-between. If through maintenance is applied to the teeth every day, they should never need replacement. Your own teeth are most unique to you, and dentures are not nearly as good.

A. NO CHANGE

B. through

C. threw

D. thorough

Give an example to illustrate each axiom of equality: a) Reflexive b) Symmetric c) Transitive d) Substitution

$\odot Q$ and $\odot R$ both have a radius of $3 \mathrm{cm} .$ Therefore the circles are ____________. (concentric or congruent)

Draw a cone with a height of 9 inches and a diameter of 4 inches. Find the volume.

Sketch the circles. Give polar coordinates for their centers and identify their radii.

$$r = - 8 \sin \theta$$

What did natives of the Caribbean likely teach to European colonists?

Quand il sera en Europe

faire du ski

Find the vertex, the $y$-intercept, and symmetric point, and use these to sketch the graph.
$y=8 x^2+40 x+37$

What were some of the effects of the CounterReformation on European society?

Which illustrates the Symmetric Property of Equality? A. If a = b, then b = a. B. If a = b, and b = c, then a = c. C. If a = b, then b = c. D. If a = a, then a + 0 = a.

Quand il sera en Europe

pouvoir parler allemand

Two walkers start walking on different paths in the town park. Walker A starts at the 0.5m mark on his path and walks at a speed of lm/sec. Walker B starts at the 2m mark on her path and walks at a speed of 0.5m/sec. a) Make a table the keeps track of where each walker is over ten seconds of time. Walker A( , ) Walker B( , ) b) Where does it appear that the two walkers meet? c) Use the starting point and speed to write an equation for each walker: Walker A:_______________________ Walker B: ___________________________ d) Graph the two equations on the same set of axes.