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Okay, so it is : \((\cfrac{11^5}{11^5 \times 11^2})\times \cfrac{1}{7}\) Right?
Oops sorry : \((\cfrac{11^5}{11^7 \times 11^2})\times \cfrac{1}{7}\)
Yeah
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Okay, so, Can you tell me , what will be : \(\sf{11^7 \times 11^2}\) ?
2,357,947,691
Oh no.. I meant to simplify this
see : a^m * a^n = a^(m+n) So, here : 11^7 * 11^2 = 11^(7+2) = 11^9
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Yeah
So, you have : \(\cfrac{11^5}{11^9} \times \cfrac{1}{7}\) now. Use this to simplify the first term : \(\cfrac{a^m}{a^n} = a^{m-n}\)
11^-4?
Yes, right , so it becomes : \(11^{-4} \times \cfrac{1}{7}\)
Ok now what
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