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Polygons/735286: What is the length of one side of a regular pentagon if its perimeter is 20 cm? 1 solutions
Answer 449375 by Alan3354(30993) on 2013-04-08 18:13:19 (Show Source):
You can put this solution on YOUR website!What is the length of one side of a regular pentagon if its perimeter is 20 cm?
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Hint: a pentagon has 5 sides.
Hint #2: perimeter = the sum of the lengths of the sides
Hint #3: regular means they're the same length
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Trigonometry-basics/735270: sqrt6 sin2t- sqrt3 tan2t=0
I know I can make tan 2t into sin2t/cos2t so I am using like-terms but I am not sure what to do with the square roots or how to even begin to solve this. 1 solutions
Answer 449354 by Alan3354(30993) on 2013-04-08 16:47:24 (Show Source):
You can put this solution on YOUR website!sqrt6 sin2t- sqrt3 tan2t=0
sqrt6 sin2t- sqrt3 sin2t/cos2t=0
sin2t*(sqrt(6) - sqrt(3)/cos2t) = 0
sin2t = 0
t = 0
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(sqrt(6) - sqrt(3)/cos2t) = 0
sqrt(6) - sqrt(3) = 0
Inconsistent, no solution.
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Travel_Word_Problems/734963: A plane is approaching an airport from the northwest, while a helicopter is moving directly east away from the airport. At the moment the plane is 15 mi northwest of the airport and the helicopter is 20 mi to the east. the plane is moving 600 mph and yhe helicopter is traveling at 100 mph. what is the rate of change of the distance between the two aircraft. round your answer to the nearest tenth. 1 solutions
Answer 449217 by Alan3354(30993) on 2013-04-07 21:10:26 (Show Source):
You can put this solution on YOUR website!A plane is approaching an airport from the northwest, while a helicopter is moving directly east away from the airport. At the moment the plane is 15 mi northwest of the airport and the helicopter is 20 mi to the east. the plane is moving 600 mph and yhe helicopter is traveling at 100 mph. what is the rate of change of the distance between the two aircraft. round your answer to the nearest tenth.
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It's an obtuse triangle with sides of 600 and 100, and the included angle = 135 degs.
The relative speed of the 2 aircraft is the 3rd side.
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=~ 674.4 mi/hr
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test/734874: Find the equation of the line that bisects the acute angle formed by the lines: x+2y=-2 and y=5x-6 1 solutions
Answer 449214 by Alan3354(30993) on 2013-04-07 21:05:46 (Show Source):
You can put this solution on YOUR website!Find the equation of the line that bisects the acute angle formed by the lines: x+2y=-2 and y=5x-6
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Find the intersection of the 2 lines, label it point A
x + 10x-12 = -2
11x = 10
x = 10/11
y = -16/11
--> (10/11,-16/11)
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The slope of x+2y = -2 is -1/2
The slope of y = 5x+6 is 5
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The slope of the bisector =
tan(atan(5) + atan(-1/2))/2
=~ -2.04464
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Use the slope and the point to find b, the intercept.
Then y = mx + b
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Bodies-in-space/734820: suppose you double the radius of a right cylinder
a how does that affect the lateral area?
b how does that affect the surface area?
1 solutions
Answer 449139 by Alan3354(30993) on 2013-04-07 15:16:16 (Show Source):
You can put this solution on YOUR website!suppose you double the radius of a right cylinder
a how does that affect the lateral area?

r^1 --> 2x the Lateral Area
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b how does that affect the surface area?
Area of ends = pi*r^2
r^2 --> 4x the area of the ends
The total surface area is the sum of the LA and the 2 ends
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test/734774: How do you find the slope of the line passing through these given points? (2,5) and (3,6). (6,1) and (-6,1). (4,6) and (4,8) 1 solutions
Answer 449126 by Alan3354(30993) on 2013-04-07 13:22:16 (Show Source):
You can put this solution on YOUR website!How do you find the slope of the line passing through these given points?
(2,5) and (3,6).
Slope m = diffy/diffx
m = (6-5)/(3-2)
m = 1
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(6,1) and (-6,1)
Same as #1
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(4,6) and (4,8)
diffx = 0 --> slope is undefined
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test/734776: How do you write the equation for the line that passes through these given points. (1,9):m=2, (4,2): m=-2, and (5,6), (8,6) 1 solutions
Answer 449124 by Alan3354(30993) on 2013-04-07 13:16:35 (Show Source):
You can put this solution on YOUR website!How do you write the equation for the line that passes through these given points. (1,9):m=2
Use y = mx + b and the point to find b, the y-intercept
9 = 2*1 + b
b = 7
--> y = 2x + 7 is AN equation of the line.
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(4,2): m=-2
Same as the 1st one.
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and (5,6), (8,6)
Find the slope.
m = diffy/diffx = 0/3
m = 0
--> y = 6
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Miscellaneous_Word_Problems/734733: In 6 months, Rent-a-Car will increase their daily rate for an economy car 5%. The manager calculated that the new daily rate will be $27.00. What error did he make in his calculation? 1 solutions
Answer 449112 by Alan3354(30993) on 2013-04-07 12:33:09 (Show Source):
You can put this solution on YOUR website!In 6 months, Rent-a-Car will increase their daily rate for an economy car 5%. The manager calculated that the new daily rate will be $27.00. What error did he make in his calculation?
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There's no indication he made a mistake.
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test/734692: The bottom of the ladder must be placed 3 feet from wall the ladder is 12 ft long How far above the ground does the ladder touch the wall 1 solutions
Answer 449090 by Alan3354(30993) on 2013-04-07 09:28:07 (Show Source):
You can put this solution on YOUR website!The bottom of the ladder must be placed 3 feet from wall the ladder is 12 ft long How far above the ground does the ladder touch the wall
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It's a right triangle.
The hypotenuse = 12
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Volume/734690: A submarine has a radius of 920 meters and a height of 85 meters. What is the volume of the submarine? 1 solutions
Answer 449089 by Alan3354(30993) on 2013-04-07 09:27:20 (Show Source):
You can put this solution on YOUR website!A submarine has a radius of 920 meters and a height of 85 meters. What is the volume of the submarine?
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Odd dimensions, but for a cylinder
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Volume/734689: A 9 cm wide cross section pipe has a height of 13 cm. What is the volume of the pipe? 1 solutions
Answer 449088 by Alan3354(30993) on 2013-04-07 09:24:53 (Show Source):
You can put this solution on YOUR website!A 9 cm wide cross section pipe has a height of 13 cm. What is the volume of the pipe?
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It's a cylinder.
If 9 cm is the ID, the radius = 4.5 cm
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