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Alright, time to get practical! Let's apply our knowledge to the expression **2n + 2 + 6n + 1**. The first step is to identify the like terms. As we mentioned, like terms have the same variable raised to the same power. In this expression, we have two types of like terms: The terms with 'n': **2n** and **6n**. The constant terms: **2** and **1**. Now that we've identified the like terms, we can move on to the next step: combining them. This is where the magic happens! We're essentially going to group the similar terms together and perform the necessary operations (addition or subtraction). Think of it as sorting your ingredients before you start cooking – it makes the whole process smoother and more efficient. By identifying and grouping like terms, we're setting ourselves up for simplifying the expression and making it easier to understand and work with. It's the key to making the jump from a slightly complicated expression to a streamlined one. So, let’s combine those like terms!
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