[tex](a^b)^c=(a^c)^b[/tex] zatem [tex](5^3)^4=(5^4)^3[/tex]. A więc [tex](5^3)^4-(5^4)^3=0\Rightarrow\text{P}[/tex].
[tex](2^2)^5=(2^5)^2=32^2\not=32\Rightarrow\text{F}[/tex].
Odpowiedź:
zad 1
Odp: B i D
zad 2
(5³)⁴ - (5⁴)³ = 5¹² - 5¹² = 0 , więc PRAWDA
(2²)⁵ = 2¹⁰ = 1024 ≠ 32 , więc FAŁSZ
zad 3
Brak tabelki
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Verified answer
[tex](a^b)^c=(a^c)^b[/tex] zatem [tex](5^3)^4=(5^4)^3[/tex]. A więc [tex](5^3)^4-(5^4)^3=0\Rightarrow\text{P}[/tex].
[tex](2^2)^5=(2^5)^2=32^2\not=32\Rightarrow\text{F}[/tex].
Odpowiedź:
zad 1
Odp: B i D
zad 2
(5³)⁴ - (5⁴)³ = 5¹² - 5¹² = 0 , więc PRAWDA
(2²)⁵ = 2¹⁰ = 1024 ≠ 32 , więc FAŁSZ
zad 3
Brak tabelki