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na2005stud
@na2005stud
October 2021
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решить неравенство 9^x-4*3^x+3 ≤0
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natali3221
9^x-4·3^x+3≤0
3^(2x)-4·3^x+3≤0 3^x=y х≥0
y²-4y+3≤0 y²-4y+3=0 D=4 y1=1 y2=3
1≤y≤3
y≥1 3^x≥1
3^x≥3^0
x≥0
y≤3 3^x≤3
x≤1
0≤х≤1
1 votes
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Answers & Comments
3^(2x)-4·3^x+3≤0 3^x=y х≥0
y²-4y+3≤0 y²-4y+3=0 D=4 y1=1 y2=3
1≤y≤3
y≥1 3^x≥1
3^x≥3^0
x≥0
y≤3 3^x≤3
x≤1
0≤х≤1