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29250..29279 , 29280..29309 , 29310..29339 , 29340..29369 , 29370..29399 , 29400..29429 , 29430..29459 , 29460..29489 , 29490..29519 , 29520..29549 , 29550..29579 , 29580..29609 , 29610..29639 , 29640..29669 , 29670..29699 , 29700..29729 , 29730..29759 , 29760..29789 , 29790..29819 , 29820..29849 , 29850..29879 , 29880..29909 , 29910..29939 , 29940..29969 , 29970..29999 , 30000..30029 , 30030..30059 , 30060..30089 , 30090..30119 , 30120..30149 , 30150..30179 , 30180..30209 , 30210..30239 , 30240..30269 , 30270..30299 , 30300..30329 , 30330..30359 , 30360..30389 , 30390..30419 , 30420..30449 , 30450..30479 , 30480..30509 , 30510..30539 , 30540..30569 , 30570..30599 , 30600..30629 , 30630..30659 , 30660..30689 , 30690..30719 , 30720..30749 , 30750..30779 , 30780..30809 , 30810..30839 , 30840..30869 , 30870..30899 , 30900..30929 , 30930..30959 , 30960..30989, >>NextGraphs/532613: What is the value of the y variable in the solution to the following system of equations?
3x + y = 11
–3x + 2y = 1
1 solutions
Answer 350881 by Alan3354(30993) on 2011-11-16 11:10:21 (Show Source):
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Graphs/532539: complete the ordered pairs,(1,_) and (_,9) so they satisfy the equation y=-9x +18. this is what I have so far
y=-9x+18
-9(1)+18
y=9
I substituted 18 for the y and came up with 18=-9x+18 and got zero, but zero is not an option in the homework. Can anyone show me what I did wrong? 1 solutions
Answer 350864 by Alan3354(30993) on 2011-11-16 08:28:31 (Show Source):
You can put this solution on YOUR website! complete the ordered pairs,(1,_) and (_,9) so they satisfy the equation y=-9x +18. this is what I have so far
y=-9x+18
-9(1)+18
y=9
I substituted 18 for the y and came up with 18=-9x+18 and got zero, but zero is not an option in the homework. Can anyone show me what I did wrong?
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Sub as you did
y = -9x + 18
9 = -9*1 + 18
9 = 9 so it's correct.
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For (_,9)
y = -9x + 18
9 = -9x + 18
x = 1
It's the same point.
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logarithm/532404: How do I plug a LOG problem that is not base 10? The question is Log7(1/49). I am using a TI30XA 1 solutions
Answer 350838 by Alan3354(30993) on 2011-11-15 22:29:14 (Show Source):
You can put this solution on YOUR website!How do I plug a LOG problem that is not base 10? The question is Log7(1/49).
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One way is to use the base change formula, it always works.

= -2
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Another is to recognize that 
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Not sure what you mean my "plug."
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Travel_Word_Problems/532401: A boat can go downstream at the rate of 25 Kilometers per hour. It can return against the current at only 8 kilometers per hour. Find the rate of the current and the boat. 1 solutions
Answer 350837 by Alan3354(30993) on 2011-11-15 22:26:18 (Show Source):
You can put this solution on YOUR website!A boat can go downstream at the rate of 25 Kilometers per hour. It can return against the current at only 8 kilometers per hour. Find the rate of the current and the boat.
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The boat's speed is the average = (25 + 8)/2 = 16.5 km/hr
The current is the difference = 25 - 16.5 = 8.5 km/hr
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test/532399: The sum of 3 numbers is 18. The sum of the first two numbers is 15. The first number is three times the size of the third number. What are the three numbers?
X+y+z=18 1 solutions
Answer 350836 by Alan3354(30993) on 2011-11-15 22:24:45 (Show Source):
You can put this solution on YOUR website!The sum of 3 numbers is 18. The sum of the first two numbers is 15. The first number is three times the size of the third number. What are the three numbers?
X+y+z=18
x+y = 15
--> z = 3
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x = 3z
x = 9
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y = 6
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Trigonometry-basics/532400: Find the solutions of the equation that are in the interval [0, 2π).
csc^5 theta = 4 csc theta
I moved 4csc to the left side to get csc^5 theta - 4csc theta =0, then I factored out csc to get csc(csc^4 theta -4)=0. I don't know where to get from there or if I was on the right track. Also I don't know when csc = 0. :( Please help. 1 solutions
Answer 350835 by Alan3354(30993) on 2011-11-15 22:22:18 (Show Source):
You can put this solution on YOUR website!Find the solutions of the equation that are in the interval [0, 2π).
csc^5 theta = 4 csc theta
I moved 4csc to the left side to get csc^5 theta - 4csc theta =0, then I factored out csc to get csc(csc^4 theta -4)=0. I don't know where to get from there or if I was on the right track. Also I don't know when csc = 0.
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csc is never 0, ignore that.
That leaves csc^4 = 4
sin^4 = 1/4
sin = +/- sqrt(2)/2
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I doubt you want the complex solutions.
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Travel_Word_Problems/532376: Water traveling 15 miles an hour with a boat in it going 15 miles an hour by it's own motor power both traveling the same direction. How fast is the boat going relative to the shore? 1 solutions
Answer 350833 by Alan3354(30993) on 2011-11-15 22:12:13 (Show Source):
You can put this solution on YOUR website!Water traveling 15 miles an hour with a boat in it going 15 miles an hour by it's [sic] own motor power both traveling the same direction. How fast is the boat going relative to the shore?
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15 + 15 = 30 mi/hr
PS it's = it is
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Trigonometry-basics/532298: A pulley of radius 12 cm turns at 7 rps. What is the linear velocity of the belt driving the pulley in meters per second? 1 solutions
Answer 350787 by Alan3354(30993) on 2011-11-15 20:17:51 (Show Source):
You can put this solution on YOUR website!A pulley of radius 12 cm turns at 7 rps. What is the linear velocity of the belt driving the pulley in meters per second?
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r = 12 cm = 0.12 meters
Circum = 2*pi*r = 0.24pi meters
vel = 0.24pi*7 = 1.68pi m/sec
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Average/532213: I took a test , there was 124 questions on it . It said I got 94 correct , what did I make on this test ? 1 solutions
Answer 350719 by Alan3354(30993) on 2011-11-15 18:44:30 (Show Source):
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Mixture_Word_Problems/532192: A 75 mL solution of acid in water contains 25% acid. How much water needs to be added in order to make a 5% acid solution? 1 solutions
Answer 350716 by Alan3354(30993) on 2011-11-15 18:42:40 (Show Source):
You can put this solution on YOUR website!A 75 mL solution of acid in water contains 25% acid. How much water needs to be added in order to make a 5% acid solution?
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The acid is 75/4 ml = 18.75 ml of acid
If 18.75 ml is 5%, the total solution is 18.75*20 = 375 ml
375 - 75 = 300 ml of water added.
Was that hard?
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Travel_Word_Problems/532209: The formula is d=rt, where d is the distance traveled at a rate of r for time t, The question is how long it will take an airplane to travel 2000 miles if it flies 200 miles per hours, 400 miles per hour, and 600 miles per hour? 1 solutions
Answer 350715 by Alan3354(30993) on 2011-11-15 18:39:55 (Show Source):
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Travel_Word_Problems/532145: a runner can run 4 miles in 30 minutes what is there speed in mph? 1 solutions
Answer 350711 by Alan3354(30993) on 2011-11-15 18:24:54 (Show Source):
You can put this solution on YOUR website!a runner can run 4 miles in 30 minutes what is there speed in mph?
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There speed? Do you mean "their speed?"
Their implies plural, you said "a runner" ????
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Is English not your language?
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30 minutes = 0.5 hours
d = r*t
r = d/t
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Trigonometry-basics/532153: Find all values of t in the interval [o,2π] satisfying sin(2t)=-1/2
1 solutions
Answer 350708 by Alan3354(30993) on 2011-11-15 18:18:49 (Show Source):
You can put this solution on YOUR website!Find all values of t in the interval [o,2π] satisfying sin(2t)=-1/2
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sin(2t) = -1/2
2t = 210, 330, 570, 690
t = 105, 165, 285, 345 degrees
t = 7pi/12, 11pi/12, 19pi/12, 23pi/12 radians
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Rectangles/531730: What would need to be the depth & height of a rectangular cube so that the inside volume would hold 125 liquid ounces? 1 solutions
Answer 350568 by Alan3354(30993) on 2011-11-14 21:24:31 (Show Source):
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