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How do I add fractions with a variable and without a variable on the other one. For example in below
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\[\frac{ 7c+2d }{ 8c } - \frac{ c+2d }{ 2c } + 3\]
When adding fractions, you find a common denominator. What could you multiply the top and bottom of the second fraction by so that it has the same denominator as the first fraction?
4, but then what would I do with the 3? It'd end u being \[\frac{ 3c-6d }{ 8c } + 3\]
For the three, multiply it by (8c/8c) to get \[\frac{ 3c-6d }{ 8c }-\frac{ 8c }{ 8c }3 = \frac{ 3c-6d }{ 8c }- \frac{ 24c }{ 8c }\]
So the answer is \[\frac{ 21c-6d }{ 8c }\] ?
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then it would be 13c-6d?
Sorry, it's supposed to be +(24c/8c) The final answer should be (27c - 6d)/8c
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