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( - 1, x - 5 , -3x - 7) - kolejne wyrazy ciągu arytmetycznego, więc
( x - 5) - (-1) = ( -3x - 7) - ( x - 5)
x - 5 + 1 = - 4x - 7 + 5
x + 4x = - 2 + 4
5x = 2 / : 5
x = 2/5
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Odp. a)
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z.2
( log2 ( x) , 4 , 1/2 ) - ciąg geometryczny, więc
4^2 = log2(x) * 0,5
0,5 *log 2(x) = 16 / *2
log 2( x) = 32 => x = 2^(32)
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Odp. b
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