3 to what power equals 243
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Find the value of X ? 3 to the power of x equals 243.
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Q23 | If 3^(x−y)=27, 3^(x+y)=243, then find the value of x is | Algebra | Gravity Coaching Centre
Solve 3^(1-2x)=243
Solve v^(5/4)=243
Solve each of the following quadratic equations: `3x^(2)-243=0`
3^x-y=27 and 3^x+y =243, then x is equal to
5 = log3 243, write in exponential form
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The value of `log_9(antilog_(1/243)(- 3/5))` equals
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If 81^(1/x) = 243, then x equal to (a) 3 (b) 4 (c) 6 (d) 9 class 9 mathematics Ch 1 Number systems
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