Have you learned the rule of PEMDAS?
Parantheses
Exponents
Multiplication
Division
Addition
Subtraction
Now, what you do is work with what is in the Parantheses first.
-6[v + (-9w)] + (-5)(3v-w)
v-9w are not like terms, so you must leave them that way.
Same with 3v-w.
There are no Exponents, but here you must Multiply -6 with v-9w, which would be -6v+54w.
-6v+54w+(-5)(3v-w)
Now, you must Multiply -5 with 3v-w, which would be -15v+5w.
Now you're left with -6v+54w-15v+5w.
There is no need to deal with Division, but you have to do Addition and Subtraction with like terms.
So, -6v-15v=-21v, while 54w+5w=59w.
The answer is -21v+59w.
If you had a problem with the brackets, don't worry, they're just like parantheses, except you deal with them after the normal parantheses.
If you had a problem with the negatives and positives, remember that Positive x Positive=Positive, Negative x Positive=Negative, and Negative x Negative=Positive.
And that's how I always simplify a problem.
2006-10-06 15:27:21
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answer #1
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answered by Anonymous
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6[v+(9w)] +(5)(3v-w)
OK,
You know that 9w means 9 times w right? just making sure.
Also remember order of operations - you always do the parenthesis first, then multiply or divide whetever needs to be, THEN you add or subtract.
Distribute the 6 in the first part. You have v times 6 and 9w times 6
6 x v + (6 x 9 x w)
multiply 6 x 9 = 54
So the first part is 6v+54w
and the same for the 5. Multiply 3v times 5 and the -w by 5
(5 x 3v) - (5 x w)
5 x 3 = 15
So
15v-5w
Now add the two parts
6v+54w + 15v-5w=
(6v + 15v) + (54w-5w)=
21v+ 49w
2006-10-06 15:23:06
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answer #2
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answered by scientista 1
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This is really not a hard problem - you're just having a bad day.
Remove the parenthesis around 9w:
6[v + (9w)] + (5)(3v - w)
6[v + 9w] + (5)(3v - w)
Remove the parenthesis around 5:
6[v + 9w] + 5(3v - w)
Now, use the distributive property to multiply 6 across the brackets:
6v + 54w + 5(3v - w)
Do the same for the 5(3v - w):
6v + 54w + 15v - 5w
Combine like terms:
6v + 54w + 15v - 5w
(6v + 15v) + (54w - 5w)
21v + 49w <== Simplified
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Please note that this is *simplified*
- (not solved for "v" or "w" as stated by the second answerer).
You're welcome to e-mail me if you need additional help or clarification.
Good luck in your classes.
2006-10-06 15:11:37
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answer #3
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answered by Mitch 7
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first u take the left side i.e.,6.multiply the number with numberrs inside the bracket.then the same.then u will same variables that is v and w .if there is + u add the like variables or if u have - variable u are supposed to subtract the number.
6v+54w+15v-5w
=21v+49w
2006-10-06 15:16:23
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answer #4
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answered by lock 2
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If you're in Australia, sort within the first four digits of your cellphone quantity at step a million. Then it really works. It's a functional calculation made tricky: X - first part of your cellphone quantity Y - moment part of your cellphone quantity X*(eighty+a million)*250=X*20250 X*20250+two*Y=two*(X*10,000+Y)+250 now subtract 250 and divide by way of two leaves you with X*10,000+Y that is your cellphone quantity To get the primary part of your cellphone quantity to 'become a member of up' with the moment side you have got to multiply it by way of 10,000 (shift it four decimal locations to the left). Clever although...
2016-08-29 06:45:51
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answer #5
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answered by Anonymous
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im not sure if its right but it may be?
6[v+(9w)]+(5)(3v-w)
v+3v=4v
6[4v+(9w)]+(5)(-w)
9w+w 10w
6[4v+10w]+(5)
Sorry if its wrong im only on 9th grade but we are just learning how to do these kinds of problems and it might actually be right- sorry though if its wrong.
2006-10-06 15:24:19
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answer #6
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answered by Bridgette ♥ 5
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I would go ahead and multiply to
6v + 54w = 15v - 5w
move like variables to 1 side:
59w = 9v
w = 9/59 v
2006-10-06 15:12:20
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answer #7
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answered by want2no 5
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use this as a guide
please excuse my dear aunt sally
1. p is for ( )
2. e is for exponents
3. m is for multiply
4. d is for division
5. a is for addition
6. s is for subtraction
do these steps in order
hope this helps!!!!!!!
2006-10-06 15:22:23
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answer #8
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answered by angelwings 2
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