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4√2 + 7√2 - 3√2
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5√6x - 8√14x - 9√6x + 18√14x
3√10 + 7√15 - 6√10 – 4√15
5^4√7 - 8^3√7 - 2^4√7 - ^3√7
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If you understand like terms, you can work these problems. For example, can you do this: 3a+7b-6a-4b?
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So, can you do the one I just posted ( 3a+7b-6a-4b), by combining 3a and (-6a), then combining 7b and (-4b)?
I'm trying to help you think this through without just feeding you answers
If you can do this: 3a+7b-6a-4b, then you can do this: 3√10+7√15-6√10–4√15 The only difference is that "a" is now "√10" and "b" is now "√15". Don't let these problems scare you. You can always substitute simple variables for the radicals, then substitute them back in at the end of the problem.
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