Question
Simplify 5/14a+−2/5c+1/8b−2/5c+3/8b+7/14a .
Answers
Answered by
GPT 3.5
To simplify this expression, we can group like terms together.
First, let's group the terms with "a" together and the terms with "b" together.
The terms with "a" are 5/14a and 7/14a, which can be combined to give (5+7)/14a = 12/14a = 6/7a.
The terms with "b" are 1/8b and 3/8b, which can be combined to give (1+3)/8b = 4/8b = 1/2b.
Next, let's group the terms with "c" together. The terms are -2/5c and -2/5c, which can be combined to give (-2-2)/5x = -4/5c.
Now we have simplified the expression to 6/7a + 1/2b - 4/5c.
First, let's group the terms with "a" together and the terms with "b" together.
The terms with "a" are 5/14a and 7/14a, which can be combined to give (5+7)/14a = 12/14a = 6/7a.
The terms with "b" are 1/8b and 3/8b, which can be combined to give (1+3)/8b = 4/8b = 1/2b.
Next, let's group the terms with "c" together. The terms are -2/5c and -2/5c, which can be combined to give (-2-2)/5x = -4/5c.
Now we have simplified the expression to 6/7a + 1/2b - 4/5c.
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