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Probability-and-statistics/551818: How many ways can five women and two men can be seated on a chair if only three seats?
1 solutions
Answer 359942 by jim_thompson5910(28476) on 2012-01-02 14:22:48 (Show Source):
You can put this solution on YOUR website!There are 5+2 = 7 people total and P(7,3) = (7!)/(7-3)! = (7!)/(4!) = 5040/24 = 210 ways to seat all of them in 3 seats (assuming order matters).
If order doesn't matter, then there are C(7,3) = (P(7,3))/(3!) = 210/6 = 35 different ways to seat them.
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Equations/551817: Solve for x in the equation: 8(2x-3)= -16 1 solutions
Answer 359940 by jim_thompson5910(28476) on 2012-01-02 14:15:32 (Show Source):
You can put this solution on YOUR website! Start with the given equation.
 Distribute.
 Add  to both sides.
 Combine like terms on the right side.
 Divide both sides by  to isolate  .
 Reduce.
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Answer:
So the solution is
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Linear-systems/547475: 2x+y=5 2x+y=1 1 solutions
Answer 359937 by jim_thompson5910(28476) on 2012-01-02 14:13:17 (Show Source):
You can put this solution on YOUR website!
Start with the given system of equations:
 Multiply the both sides of the second equation by -1.
 Distribute and multiply.
So we have the new system of equations:
Now add the equations together. You can do this by simply adding the two left sides and the two right sides separately like this:
 Group like terms.
 Combine like terms.
 Simplify.
Since  is never true, this means that there are no solutions.
So the system is inconsistent.
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Equations/546603: how do i do the problem 4(2z-5)=7(z+5) 1 solutions
Answer 359936 by jim_thompson5910(28476) on 2012-01-02 14:12:14 (Show Source):
You can put this solution on YOUR website! Start with the given equation.
 Distribute.
 Add  to both sides.
 Subtract  from both sides.
 Combine like terms on the left side.
 Combine like terms on the right side.
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Answer:
So the solution is
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Probability-and-statistics/551814: how to find the probability of the question
a box contains 6red pencils and 4 blue pencils. donnie randomly picks a pencils and keeps it. then cory randomly picks a pencil from the box. What is the probabilty that both boys will pick a red pencils? 1 solutions
Answer 359933 by jim_thompson5910(28476) on 2012-01-02 14:08:29 (Show Source):
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Numbers_Word_Problems/551813: How represent this question: three times a number less than five is thirty two and solve it 1 solutions
Answer 359932 by jim_thompson5910(28476) on 2012-01-02 14:07:32 (Show Source):
You can put this solution on YOUR website!"three times a number less than five is thirty two" translates to
 Start with the given equation.
 Subtract  from both sides.
 Combine like terms on the right side.
 Divide both sides by  to isolate  .
 Reduce.
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Answer:
So the solution is
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Polynomials-and-rational-expressions/551510: Megan factored the expression 28x^2 + x - 15 as (4x-3)(7x+5). But when Jacob applied the FOIL principle and multiplied out (4x-3)(7x+5), he got 28x^2 - x - 15; thus, Megan’s solution does not appear to check. Why is that? Please help Megan to understand this better. Explain your reasoning and correctly factor the original expression, if possible. If the expression is prime, so state. 1 solutions
Answer 359908 by jim_thompson5910(28476) on 2012-01-02 13:30:39 (Show Source):
You can put this solution on YOUR website!
Looking at the expression  , we can see that the first coefficient is  , the second coefficient is  , and the last term is  .
Now multiply the first coefficient  by the last term  to get  .
Now the question is: what two whole numbers multiply to  (the previous product) and add to the second coefficient  ?
To find these two numbers, we need to list all of the factors of  (the previous product).
Factors of  :
1,2,3,4,5,6,7,10,12,14,15,20,21,28,30,35,42,60,70,84,105,140,210,420
-1,-2,-3,-4,-5,-6,-7,-10,-12,-14,-15,-20,-21,-28,-30,-35,-42,-60,-70,-84,-105,-140,-210,-420
Note: list the negative of each factor. This will allow us to find all possible combinations.
These factors pair up and multiply to  .
1*(-420) = -420
2*(-210) = -420
3*(-140) = -420
4*(-105) = -420
5*(-84) = -420
6*(-70) = -420
7*(-60) = -420
10*(-42) = -420
12*(-35) = -420
14*(-30) = -420
15*(-28) = -420
20*(-21) = -420
(-1)*(420) = -420
(-2)*(210) = -420
(-3)*(140) = -420
(-4)*(105) = -420
(-5)*(84) = -420
(-6)*(70) = -420
(-7)*(60) = -420
(-10)*(42) = -420
(-12)*(35) = -420
(-14)*(30) = -420
(-15)*(28) = -420
(-20)*(21) = -420
Now let's add up each pair of factors to see if one pair adds to the middle coefficient  :
| First Number | Second Number | Sum | | 1 | -420 | 1+(-420)=-419 | | 2 | -210 | 2+(-210)=-208 | | 3 | -140 | 3+(-140)=-137 | | 4 | -105 | 4+(-105)=-101 | | 5 | -84 | 5+(-84)=-79 | | 6 | -70 | 6+(-70)=-64 | | 7 | -60 | 7+(-60)=-53 | | 10 | -42 | 10+(-42)=-32 | | 12 | -35 | 12+(-35)=-23 | | 14 | -30 | 14+(-30)=-16 | | 15 | -28 | 15+(-28)=-13 | | 20 | -21 | 20+(-21)=-1 | | -1 | 420 | -1+420=419 | | -2 | 210 | -2+210=208 | | -3 | 140 | -3+140=137 | | -4 | 105 | -4+105=101 | | -5 | 84 | -5+84=79 | | -6 | 70 | -6+70=64 | | -7 | 60 | -7+60=53 | | -10 | 42 | -10+42=32 | | -12 | 35 | -12+35=23 | | -14 | 30 | -14+30=16 | | -15 | 28 | -15+28=13 | | -20 | 21 | -20+21=1 |
From the table, we can see that the two numbers  and  add to  (the middle coefficient).
So the two numbers  and  both multiply to and add to
Now replace the middle term  with  . Remember,  and  add to  . So this shows us that  .
 Replace the second term  with  .
 Group the terms into two pairs.
 Factor out the GCF  from the first group.
 Factor out  from the second group. The goal of this step is to make the terms in the second parenthesis equal to the terms in the first parenthesis.
 Combine like terms. Or factor out the common term
===============================================================
Answer:
So  factors to  .
In other words,  .
Note: you can check the answer by expanding  to get  or by graphing the original expression and the answer (the two graphs should be identical).
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Equations/551478: Solve
-11 -(x+30)=41-2(5x-18) 1 solutions
Answer 359902 by jim_thompson5910(28476) on 2012-01-02 13:15:58 (Show Source):
You can put this solution on YOUR website! Start with the given equation.
 Distribute.
 Combine like terms on the left side.
 Combine like terms on the right side.
 Add  to both sides.
 Add  to both sides.
 Combine like terms on the left side.
 Combine like terms on the right side.
 Divide both sides by  to isolate  .
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Answer:
So the solution is
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