For each of the following exercises, find the distance between the two points. Simplify your answers, and write the exact answer in simplest radical form for irrational answers. 21. Find the distance between the two points given using your calculator, and round your answer to the nearest hundredth. ( 19 , 12 ) a n d ( 41 , 71 ) .
For each of the following exercises, find the distance between the two points. Simplify your answers, and write the exact answer in simplest radical form for irrational answers. 21. Find the distance between the two points given using your calculator, and round your answer to the nearest hundredth. ( 19 , 12 ) a n d ( 41 , 71 ) .
For each of the following exercises, find the distance between the two points. Simplify your answers, and write the exact answer in simplest radical form for irrational answers.
21. Find the distance between the two points given using your calculator, and round your answer to the nearest hundredth.
(
19
,
12
)
a
n
d
(
41
,
71
)
.
I'm not sure what I'm doing wrong to find this answer.
I've tried 4 and 8 as the LCD but the answer I get doesn't fit for x.
Solve the following equation.
(x + 3)² – 7(x + 3) + 6 = 0
List your answers separated by a comma.
The amount of time in seconds it takes for a swimmer to hear a single, hand-held, starting signal is given by the formula below, where (x,y) is the location of the
starter (in meters), (0,p) is the location of the swimmer (in meters), and C is the air temperature (in degrees Celsius). Assume that the starter is located at the
point (4,-2). Answer parts a and b below.
t(x,y.p.C) =
√²+(y-p)²
331.45+0.6C
a. Calculate t(4, -2,30,20) and t(4, -2,20,20). Could the difference in time change the outcome of a race?
t(4, -2,30,20) = (Round to five decimal places as needed.)
Ay
p Swimmer
Starter (4,-2)
P
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