Odpowiedź:
Szczegółowe wyjaśnienie:
a) 32² * 2^7 = 2^10 * 2^7 = 2^17
b) 125^4 : 25^4 = 5^12 : 5^8 = 5^4
c) (3*9^5)/(27²*9) = (3*3^10)/(3^6*3^2) = (3^11)/3^8) = 3³
d) (1/3)² * (1/9)³ : 1/27 = (1/3)² * (1/3)^6 : (1/3)^3 = (1/3)^5
e) 3 * 2^4 + 4² = 3 *2^4 + 2^4 = 2^4 *(3 + 1) = 2^4 * 2² = 2^6
f) 7 *5^6 -2 *25³ = 7 *5^6 -2 *5^6 = 5 *5^6 = 5^7
g) [ (2³)² *3³ + 15 *3² - 5 *27]/(3³ *2) = [ 2^6 *3³ + 5 *3³ - 5 *3³]/(3³ *2) =
= (2^6 *3³)/(3³ *2) = 2^5
