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\(47-\left[\left(45.2^4-5^2.12\right):14\right]\) \(50-\left[\left(20-2^3\right):2+34\right]\)
\(=47-\left[\left(45.16-25.12\right):14\right]\) \(=50-\left[\left(20-8\right):2+34\right]\)
\(=47-\left[\left(720-300\right):14\right]\) \(=50-\left[12:2+34\right]\)
\(=47-\left(420:14\right)=47-30\) \(=50-\left[6+34\right]=50-40\)
\(=17\) \(=10\)
a) \(47-\left[\left(45\cdot2^4-5^2\cdot12\right):14\right]\)
\(=47-\left[\left(45\cdot16-25\cdot12\right):14\right]\)
\(=47-\left[\left(720-300\right):14\right]\)
\(=47-\left[420:14\right]=47-30=17\)
13/ => 10 + 2x = 42 = 16
=> 2x = 6
=> x = 3
14/ => 52x : 53 - 50 = 75
=> 52x : 53 = 125 = 53
=> 52x = 56
=> 2x = 6
=> x = 3
15/ => (26 - 3x) : 5 = 4
=> 26 - 3x = 20
=> 3x = 6
=> x = 2
16/ => x - 17 = -25
=> x = -8
\(=\left[2^{10}\left(18+14\right)\right]:2^{13}\)
\(=\left[2^{10}.32\right]:2^{13}\)
\(=\left[2^{10}.2^5\right]:2^{13}\)
\(=2^{15}:2^{13}\)
\(=2^2\)
\(=4\)
a) \(\frac{2^{47}\cdot5^{14}\cdot18^{13}\cdot45^{17}}{180^{30}}\)
=\(\frac{2^{47}\cdot5^{14}\cdot2^{13}\cdot3^{26}\cdot3^{34}\cdot5^{17}}{2^{60}\cdot3^{60}\cdot5^{30}}\)
=\(\frac{2^{60}\cdot3^{60}\cdot5^{31}}{2^{60}\cdot3^{60}\cdot5^{30}}\)
=\(\frac{5^{31}}{5^{30}}=5\)
\(=\frac{3^{13}.11.3^2-5.3.3^{14}}{\frac{3^{17}}{3^2}}=\frac{3^{15}\left(11-5\right)}{3^{15}}=6\)
là sao là sao là sao