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3c-3b-a
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3c-3b-a
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3a-\left(b-\left(c-3b+2c-2a+b\right)+2a\right)
Use the distributive property to multiply 2 by c-a.
3a-\left(b-\left(3c-3b-2a+b\right)+2a\right)
Combine c and 2c to get 3c.
3a-\left(b-\left(3c-2b-2a\right)+2a\right)
Combine -3b and b to get -2b.
3a-\left(b-3c-\left(-2b\right)-\left(-2a\right)+2a\right)
To find the opposite of 3c-2b-2a, find the opposite of each term.
3a-\left(b-3c+2b-\left(-2a\right)+2a\right)
The opposite of -2b is 2b.
3a-\left(b-3c+2b+2a+2a\right)
The opposite of -2a is 2a.
3a-\left(3b-3c+2a+2a\right)
Combine b and 2b to get 3b.
3a-\left(3b-3c+4a\right)
Combine 2a and 2a to get 4a.
3a-3b-\left(-3c\right)-4a
To find the opposite of 3b-3c+4a, find the opposite of each term.
3a-3b+3c-4a
The opposite of -3c is 3c.
-a-3b+3c
Combine 3a and -4a to get -a.
3a-\left(b-\left(c-3b+2c-2a+b\right)+2a\right)
Use the distributive property to multiply 2 by c-a.
3a-\left(b-\left(3c-3b-2a+b\right)+2a\right)
Combine c and 2c to get 3c.
3a-\left(b-\left(3c-2b-2a\right)+2a\right)
Combine -3b and b to get -2b.
3a-\left(b-3c-\left(-2b\right)-\left(-2a\right)+2a\right)
To find the opposite of 3c-2b-2a, find the opposite of each term.
3a-\left(b-3c+2b-\left(-2a\right)+2a\right)
The opposite of -2b is 2b.
3a-\left(b-3c+2b+2a+2a\right)
The opposite of -2a is 2a.
3a-\left(3b-3c+2a+2a\right)
Combine b and 2b to get 3b.
3a-\left(3b-3c+4a\right)
Combine 2a and 2a to get 4a.
3a-3b-\left(-3c\right)-4a
To find the opposite of 3b-3c+4a, find the opposite of each term.
3a-3b+3c-4a
The opposite of -3c is 3c.
-a-3b+3c
Combine 3a and -4a to get -a.
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Simultaneous equation
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Differentiation
\frac { d } { d x } \frac { ( 3 x ^ { 2 } - 2 ) } { ( x - 5 ) }
Integration
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Limits
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