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OpenStudy (ashauntay):
Simplifying
B + -2 + 8b = 32
Reorder the terms:
-2 + B + 8b = 32
Solving
-2 + B + 8b = 32
Solving for variable 'B'.
Move all terms containing B to the left, all other terms to the right.
Add '2' to each side of the equation.
-2 + B + 2 + 8b = 32 + 2
Reorder the terms:
-2 + 2 + B + 8b = 32 + 2
Combine like terms: -2 + 2 = 0
0 + B + 8b = 32 + 2
B + 8b = 32 + 2
Combine like terms: 32 + 2 = 34
B + 8b = 34
Add '-8b' to each side of the equation.
B + 8b + -8b = 34 + -8b
OpenStudy (ashauntay):
is this helpful
OpenStudy (7isthecoolestletter):
not really..
OpenStudy (7isthecoolestletter):
the final answer has to be b=?. The answer you gave doesn't make any sense
OpenStudy (ashauntay):
my fault
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OpenStudy (7isthecoolestletter):
@skullpatrol can you help?
OpenStudy (skullpatrol):
sure
OpenStudy (7isthecoolestletter):
Thank you!
OpenStudy (skullpatrol):
What does b + 8b equal?
OpenStudy (7isthecoolestletter):
That's the one part I was a bit confused on...I'm not sure what to do
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OpenStudy (sooobored):
b+8b explanation
i have 1 banana, i add 8 more bananas
how many bananas do i have?
OpenStudy (7isthecoolestletter):
9
OpenStudy (skullpatrol):
b + 8b = ( 1 + 8 )b = 9b
OpenStudy (7isthecoolestletter):
Okay so I just simply do 1+8 to get
2+9b=32?
OpenStudy (skullpatrol):
Yes
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OpenStudy (sooobored):
the method is called adding like terms
you can only do it if they share teh same variable
OpenStudy (sooobored):
in this case, "b"
OpenStudy (7isthecoolestletter):
After all the math @skullpatrol I get 3.7 repeated
OpenStudy (7isthecoolestletter):
So that can't be right...
OpenStudy (7isthecoolestletter):
Colud you help me out with finishing it off?
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OpenStudy (skullpatrol):
$$\huge 2+9b=32$$
Subtract 2^ from both sides
OpenStudy (sooobored):
@skullpatrol
the original problem
b-2+8b=32
OpenStudy (sooobored):
somewhere, in the explanation, the -2 became positive
OpenStudy (skullpatrol):
Oops...
:-/
So add 2 to both sides.
OpenStudy (7isthecoolestletter):
Okay so 34
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OpenStudy (7isthecoolestletter):
That's what I had before @skullpatrol
OpenStudy (7isthecoolestletter):
So you get 9b = 34
OpenStudy (skullpatrol):
$$\huge 9b=34$$
OpenStudy (7isthecoolestletter):
divide 9 by 34
OpenStudy (sooobored):
other way around 34 by 9
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OpenStudy (sooobored):
and yes fractions of 9 will give a repeating decimal
OpenStudy (7isthecoolestletter):
Well yeah that's what I mean : P
OpenStudy (skullpatrol):
^
OpenStudy (7isthecoolestletter):
So I need to round the decimal?
OpenStudy (7isthecoolestletter):
And would I have 3.8 or 4? If I did round.
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OpenStudy (skullpatrol):
Why not 34/9?
OpenStudy (7isthecoolestletter):
I'm a bit lost. Sorry.
OpenStudy (7isthecoolestletter):
Wait do you mean b=34/9?
OpenStudy (skullpatrol):
Yes.
OpenStudy (sooobored):
you can leave it as @skullpatrol put it
or simplify it into a mixed fraction
\[3 \frac{7}{9}\]
or write it
|dw:1479327532137:dw|
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OpenStudy (sooobored):
the dash mark ontop of the 7 denotes a repeating value
OpenStudy (7isthecoolestletter):
The answer was 34/9 thank you guys!
OpenStudy (skullpatrol):
Thanks for trying to understand :-)
OpenStudy (7isthecoolestletter):
I'm going to close this question, but is it okay if I can have you on standby in case I need anything else? @skullpatrol