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What is the solution to the equation 7^3x ≈ 9 ? x = 0.376 x = 0.295 x = –0.295 x = –0.376
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is it 73 or something else
7^3x
so what us 7^3
use calculator
0.376
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7^3=343
3x ln(9)= ln(7) 3x = ln(7)/ln(9) x= 1/3 (ln(7)/ln(9))
343/9=38.1
x = 0.295
now divide 9/wht u got
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so x=376
You take log with the base seven on both sides to get \[\log_{7} \times 9=3x\]
0.376
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