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(5 teeth.) eta the eten between the a and the curve = tom := 0 to :=a MSndtgthe gettetd formuk for. end then tdting Otte the format. l',2'-Fe+•••+.."=te
suppose the rectangular plot runs along a building, so that you need to fence only three sides. What dimensions will now yield a maximum area with 100 meters of fencing?
A student claims that anything that can be accomplished by a translation can be accomplished by a reflection. She claims that if A' is the image of A under a translation, then A' can be obtained by a reflection in the line(which is the perpendicul..
The equation y = 0.004x - 0.40 can be used to determine the approximate profit, y in dollars, of producing x items. How many items must be produced so the profit will be at least $1402?
Write each number given in as a decimal numeral.
From the totals, find the average cost per ounce of prepackaged items. Convert your results to cost per pound. (Hint: How many ounces in a pound?) Cap'n Crunch cereal - 12.5 oz $3.50
1. Let V be a real vector space. We know that V has an additive identity, called 0. Suppose there is a vector u ∈ V with the property that u+v=vforeveryv∈V. Showthatu=0. (Thisshowsthatarealvector space can only have one additive identity.)
A machinist can produce 114 parts in 6 minutes. At this rate, how many parts can the machinist produce in 15 minutes?
Why is it important to understand linear equations in business? In particular can you provide examples where the relationship between items that can be affected by management and 'items' that management wished to achieve or attain may be 'linear'?
Find an equation for the planet's orbit. (Place the origin at the center of the orbit with the sun on the x-axis.
Suppose that for a particular person enrolled in a typing class, Sketch a graph of the function f, including any vertical or horizontal asymptotes.
a 100 gal tank initially contains 50 gal of brine with a concentration of 1 lb of salt per gallon. pure water is poured
Find the number of units x that produce a maximum revinue R. Find the number of unites x that produce the minimum average cost per unit C.
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