We'll use that same shade of blue, three to the 16th over seven to the sixth, but these two are equivalent, and there's other ways that Six is the same thing as one over seven to the sixth, so you could write it So that is seven to the negative six, and this would be about as
that's gonna be seven to the three times negative two, which is seven to the Three to the 16th power right over there, and then this part right over here, seven to the third to the negative two. Well, negative eight times negative two is positive 16, so this is gonna be Three to the negative eight times negative two power. Thing to another exponent, then you can just multiply the exponents. And if I wanna simplify this, three to the negativeĮight to the negative two, we have the other exponent property that if you're raising to an exponent and then raising that whole To the negative two, so I'll do seven to the So this is going to be the same thing as three to the negative eight, and then that to the negative two times seven to the third Things to that exponent, and then taking the product. To some type of a exponent, that is going to be the same thing as raising each of these
That you can tackle it, but the key thing to realize is if you have the product of two things, and then you're raising that So the key realization here, there's couple of ways To the negative two power, and I want you to pause this video and see if you could To the negative eight times seven to the third, and we wanna raise that Do some example, raising exponents or products of exponents to various powers, especially when we're dealing
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