电子课本网 第27页

第27页

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​$ ={({a}^{1+2+m})}^2$​
​$ ={a}^{2(3+m)}$​
​$ ={a}^{6+2m}$​
​$ =(-\frac 12)^5x^{2×5}y^5$​
​$ =-\frac 1{32}x^{10}y^5$​
​$ ={-a}^6\cdot {a}^{10}$​
​$ ={-a}^{16}$​
​$ ={({a}^3{b}^6)}^4$​
​$ ={a}^{12}{b}^{24}$​
​$ ={x}^8+{x}^8-9{x}^8$​
​$ =-7{x}^8$​
​$ ={(x+2y)}^8\cdot {(x+2y)}^2$​
​$ ={(x+2y)}^{10}$​
​$ y^4$​
​$ -\frac 12a^3b$​
​$ ab$​
​$ a^m$​
​$ ={(-\frac {1} {8})}^5×4^{10}$​
​$ ={(-2^{-3})}^5×{(2^2)}^{10}$​
​$ =-2^{-15}×2^{20}$​
​$ ={-2}^5$​
​$ =-32$​
​$ ={(\frac {7} {3})}^{2000}×{(\frac {3} {7})}^{2000}×{(\frac {3} {7})}^2$​
​$ ={(\frac {7} {3}×\frac {3} {7})}^{2000}×{(\frac {3} {7})}^2$​
​$ =\frac {9} {49}$​