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Video instructions and help with filling out and completing How Form 2220 Index

Instructions and Help about How Form 2220 Index

In this video, we're going to focus on simplifying exponents. But let's go over some basic properties. What is X to the fourth times X to the fifth? Whenever you multiply by a common base, you need to add the exponents. 4 plus 5 is 9. X to the fourth is basically multiplying 4 X variables together, and X to the fifth is equivalent to multiplying five X variables together. So in total, you're multiplying 9 X variables together, and that's why it's equal to X to the ninth. Now, what about division? Let's say if you divide by a common base, what should you do with the exponents? You need to subtract. X is 7 divided by X to the 3. Subtract 7 by 3, and that's going to be X to the 7. X to the 7 is equivalent to 7 X variables multiplied to each other, and X cubed is simply X times X times X. So we can cancel 3 X variables, which we'll leave behind for X variables on top, and so that's the answer. There's another one. What is X to the third raised to the fourth power? Whenever we raise one exponent to another in a situation like this, you need to multiply. It's going to be 3 times 4, which is 12. So X to the third raised to the fourth power means that you're multiplying 4 X cubed values, and each X cubed is basically three X variables multiplied to each other. So if you count all the X variables, what we have is a total of 12, and that's why it's equal to X to the 12. Now, what about X raised to the power? What is that equal to? Anything raised to the power is 1. So 4 to the...