Ineed ! will mark brainliest terrance exports fine persian rugs to the united states from iraq. iraq's currency, the dinar, has recently lost value relative to the dollar. which statement best explains how the change in the value of the dinar would affect terrance's business? a) the profit on each rug sold would likely decrease because it would cost terrance more in terms of u.s. dollars to produce each rug. b) sales of the rugs would likely increase because u.s. importers would likely buy more of terrance's rugs due to the dollar's increased purchasing power. c) the profit on each rug sold would increase because terrance would be able to spend fewer dinar to produce each rug. d) sales of his rugs in the united states would likely decrease. buyers would be reluctant to buy rugs that were falling in value.

Short B
Remark
Not only is Iraq experiencing this phenomenon, almost every country is. It is good for exporters and it is good for importers.

Argument
A is really questionable. It all depends on where Terence gets his raw materials, and how he pays his labor force. It either of these conditions is local (local raw materials or local labor or both), his profits will go up. A therefore will be false.

C is not correct for the same reason A is not correct. You have to assume that the reason he is in Iraq is because either labor or raw materials are constant. Therefore C is false as well.

D assumes we are buying a collector's item. Likely we are not. We are just buying an ordinary good quality rug with a middle east design. D is therefore not true. If we are buying a collector's item, the question should say so.

B is the best answer of these 4. It is true without conditions while the other three have conditions.

The linear function that discribes the size of the population in function of the t in years is p = 700t - 1,397,300

Step-by-step explanation:

A linear function is defined by a line, so in order to determine the linear function we can use the two points that were given to us to create a line equation and use that as our linear function. The points given to us were (2009; 9000) and (2014; 12500), in this case the year is our value of "x" and the size of the population is our value of "y". The first step is to find the slope of the line which is given by:

m = (y2 - y1)/(x2 - x1)

m = (12500 -9000)/(2014 - 2009) = 3500/5 = 700

Then we can use the slope and the first point to build the equation:

p - 9000 = 700*(t - 2009)

p = 700t - 1406300 + 9000

p = 700t - 1397300