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LogarithmsQuestion and Answers: Page 10
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Question and Answers Forum |
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LogarithmsQuestion and Answers: Page 10 |
| ⊚bemath⊚ 6^(log _((x−1)) (((20−12x)/(x−7)))) −36 >0 |
| @bemath@ (((14)/5))^(((28)/(√x))−5) = ((5/(14)))^((5/(√x))−160) |
| @bemath@ log _(∣2x−(1/2)∣) (x+1+(1/x))≥log _(∣2x−(1/2)∣) (x^2 +1+(1/x^2 )) |
| @bemath@ given { ((f(x)=log _2 (sin x)+log _2 (cos x))),((g(x)=log _2 (cos 2x)+log _2 (cos 4x))) :} find f((π/(48)))+g((π/(48))) . |
| Σ_(k=0) ^∞ (((−1)^n )/((2n+1)!))z^(2n−14) =? |
| log _4 (5x−6).log _x (256)=8 |
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| (x−2)^(log _2 (x^2 −5x+5)) > (x−2)^(log _2 (x−3)) |
| { ((log _p (q) = x^2 )),((log _q (p^3 ) = x )) :} find x |
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| what is 2^(log2x) =3^(log3x) |
| given { ((x = ln 34)),((y = ln 38)) :} find ln 32 in terms of x and y |
| find the product of roots ((2021))^(1/(3 )) x^(log_(2021) (x)) = x^3 |
| a;b;c are real numbers 1<b<c^2 <a^(10) log_a b+2log_b c+5log_c a=12 prove that 2log_a c+5log_c b+10log_b a≥21 |
| solve the inequality (^3 log x+2)^(5x+1) ≥ (^3 log x +2)^(3−3x) |
| To sir Tinkutara: please sir can you help us with a development which allows our maths work which is saved to be converted directly to a portable document format(PDF)? |
| log(√(125)) ∙ln10 ∙log_5 e=? help me |
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| If log _(2x) ((1/(18))) = log _(18) ((1/(3y))) = log _(3y) ((1/(2x))) find 3x−2y |
| find solution set of inequality (log _2 x −2)^(3x−1) < (log _2 x−2)^(3−x) |
| (√(lnx)) −ln(√x) =0 x=? |
| x^(ln) −e^6 ∙x=0 x=? help me |
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| 5^(5−3x) + 2^(x+5) = 5^(7−3x) −2^(x+6) |
| log _5 (4x)=log _(10) (x) find x ? |
| prove (√2)<log_2 3<(√3) |