Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
35901	Convert to Logarithmic Form	e^(1x)=t	$e^{1 x} = t$
35902	Convert to Logarithmic Form	e^2.2=M	$e^{2.2} = M$
35903	Convert to Logarithmic Form	e^2.2=N	$e^{2.2} = N$
35904	Convert to Logarithmic Form	e^0.75=2.1170	$e^{0.75} = 2.117$
35905	Convert to Logarithmic Form	e^0.8=2.2255	$e^{0.8} = 2.2255$
35906	Convert to Logarithmic Form	e^(0.9x)=t	$e^{0.9 x} = t$
35907	Convert to Logarithmic Form	e^-2=y	$e^{- 2} = y$
35908	Convert to Logarithmic Form	e^2-3e+2=0	$e^{2} - 3 e + 2 = 0$
35909	Convert to Logarithmic Form	e^(2-5x)=1468	$e^{2 - 5 x} = 1468$
35910	Convert to Logarithmic Form	e^(2-5x)=266	$e^{2 - 5 x} = 266$
35911	Convert to Logarithmic Form	e^(2-9x)=928	$e^{2 - 9 x} = 928$
35912	Convert to Logarithmic Form	e^(2x)=e^(x*2-15)	$e^{2 x} = e^{x \cdot 2 - 15}$
35913	Convert to Logarithmic Form	e^(2x)=10^(ex)	$e^{2 x} = 10^{e x}$
35914	Convert to Logarithmic Form	e^(2x)=1732	$e^{2 x} = 1732$
35915	Convert to Logarithmic Form	b^0=1	$b^{0} = 1$
35916	Convert to Logarithmic Form	b^-2=1/36	$b^{- 2} = \frac{1}{36}$
35917	Convert to Logarithmic Form	b^2=144	$b^{2} = 144$
35918	Convert to Logarithmic Form	b^3=1000	$b^{3} = 1000$
35919	Convert to Logarithmic Form	b^3=27	$b^{3} = 27$
35920	Convert to Logarithmic Form	b^5=c	$b^{5} = c$
35921	Convert to Logarithmic Form	b^x=c	$b^{x} = c$
35922	Convert to Logarithmic Form	B^z=M	$B^{z} = M$
35923	Convert to Logarithmic Form	c^2=121	$c^{2} = 121$
35924	Convert to Logarithmic Form	c^5=666	$c^{5} = 666$
35925	Convert to Logarithmic Form	c^7=471	$c^{7} = 471$
35926	Convert to Logarithmic Form	arccos(1/2)=0	$\arccos (\frac{1}{2}) = 0$
35927	Convert to Logarithmic Form	e^(0.4t)=8	$e^{0.4 t} = 8$
35928	Convert to Logarithmic Form	a^b=N	$a^{b} = N$
35929	Convert to Logarithmic Form	9^4=x	$9^{4} = x$
35930	Convert to Logarithmic Form	a^6=1025	$a^{6} = 1025$
35931	Convert to Logarithmic Form	9^(3x-18)=729	$9^{3 x - 18} = 729$
35932	Convert to Logarithmic Form	e^(2x+1)=10	$e^{2 x + 1} = 10$
35933	Convert to Logarithmic Form	e^(2x+5)=5	$e^{2 x + 5} = 5$
35934	Convert to Logarithmic Form	e^(-2x+5)=8	$e^{- 2 x + 5} = 8$
35935	Convert to Logarithmic Form	e^3.5=x	$e^{3.5} = x$
35936	Convert to Logarithmic Form	e^3.912=50	$e^{3.912} = 50$
35937	Convert to Logarithmic Form	e^-3=1/(e^3)	$e^{- 3} = \frac{1}{e^{3}}$
35938	Convert to Logarithmic Form	e^(2x)=3	$e^{2 x} = 3$
35939	Convert to Logarithmic Form	e^-2=k	$e^{- 2} = k$
35940	Convert to Logarithmic Form	e^-2=m	$e^{- 2} = m$
35941	Convert to Logarithmic Form	e^-2=t	$e^{- 2} = t$
35942	Convert to Logarithmic Form	e^(3-7x)=381	$e^{3 - 7 x} = 381$
35943	Convert to Logarithmic Form	e^(3-7x)=876	$e^{3 - 7 x} = 876$
35944	Convert to Logarithmic Form	e^(3-9x)=912	$e^{3 - 9 x} = 912$
35945	Convert to Logarithmic Form	e^(3t)=8	$e^{3 t} = 8$
35946	Convert to Logarithmic Form	e^(3x)e^(3x)=(e^x)^xe^-7	$e^{3 x} e^{3 x} = {(e^{x})}^{x} e^{- 7}$
35947	Convert to Logarithmic Form	e^(3x)=1/64	$e^{3 x} = \frac{1}{64}$
35948	Convert to Logarithmic Form	e^(-3x)=1/(e^8)	$e^{- 3 x} = \frac{1}{e^{8}}$
35949	Convert to Logarithmic Form	e^(-3x)=e^(x^(2-18))	$e^{- 3 x} = e^{x^{2 - 18}}$
35950	Convert to Logarithmic Form	e^(3x)=10	$e^{3 x} = 10$
35951	Convert to Logarithmic Form	e^(-3x)=15	$e^{- 3 x} = 15$
35952	Convert to Logarithmic Form	e^(3x)=30	$e^{3 x} = 30$
35953	Convert to Logarithmic Form	e^(3x)=5	$e^{3 x} = 5$
35954	Convert to Logarithmic Form	e^(3x)=9	$e^{3 x} = 9$
35955	Convert to Logarithmic Form	e^(3x-2)=17	$e^{3 x - 2} = 17$
35956	Convert to Logarithmic Form	e^-4.1=0.0165	$e^{- 4.1} = 0.0165$
35957	Convert to Logarithmic Form	e^-4.1=0.0615	$e^{- 4.1} = 0.0615$
35958	Convert to Logarithmic Form	e^3=7.3891	$e^{3} = 7.3891$
35959	Convert to Logarithmic Form	e^-3=9	$e^{- 3} = 9$
35960	Convert to Logarithmic Form	e^-3=k	$e^{- 3} = k$
35961	Convert to Logarithmic Form	e^-3=m	$e^{- 3} = m$
35962	Convert to Logarithmic Form	e^3=p	$e^{3} = p$
35963	Convert to Logarithmic Form	e^(4-2x)=1492	$e^{4 - 2 x} = 1492$
35964	Convert to Logarithmic Form	e^(4-2x)=588	$e^{4 - 2 x} = 588$
35965	Convert to Logarithmic Form	e^(4-7x)=1944	$e^{4 - 7 x} = 1944$
35966	Convert to Logarithmic Form	e^(4x+7)=e	$e^{4 x + 7} = e$
35967	Convert to Logarithmic Form	e^-5.1=0.0061	$e^{- 5.1} = 0.0061$
35968	Convert to Logarithmic Form	e^-5=-0.0067	$e^{- 5} = - 0.0067$
35969	Convert to Logarithmic Form	e^(4x)=5.7	$e^{4 x} = 5.7$
35970	Convert to Logarithmic Form	e^(4x)=9	$e^{4 x} = 9$
35971	Convert to Logarithmic Form	e^4=r	$e^{4} = r$
35972	Convert to Logarithmic Form	e^5=5x	$e^{5} = 5 x$
35973	Convert to Logarithmic Form	e^-5=m	$e^{- 5} = m$
35974	Convert to Logarithmic Form	e^(5x) = square root of 2	$e^{5 x} = \sqrt{2}$
35975	Convert to Logarithmic Form	e^5=r	$e^{5} = r$
35976	Convert to Logarithmic Form	36e^(-x/4)=74.3	$36 e^{- \frac{x}{4}} = 74.3$
35977	Convert to Logarithmic Form	360=32^-1.875	$360 = 32^{- 1.875}$
35978	Convert to Logarithmic Form	360=32^2-1.875	$360 = 32^{2} - 1.875$
35979	Convert to Logarithmic Form	36000=22000(1+r/365)^1825	$36000 = 22000 {(1 + \frac{r}{365})}^{1825}$
35980	Convert to Logarithmic Form	37.3e^(0.017x)=y	$37.3 e^{0.017 x} = y$
35981	Convert to Logarithmic Form	38=76^x	$38 = 76^{x}$
35982	Convert to Logarithmic Form	396(1.03)^t=f(x)	$396 {(1.03)}^{t} = f (x)$
35983	Convert to Logarithmic Form	3x=5^(x-5)	$3 x = 5^{x - 5}$
35984	Convert to Logarithmic Form	4(3^x)=64	$4 (3^{x}) = 64$
35985	Convert to Logarithmic Form	300=10(1-e^(k(800)))	$300 = 10 (1 - e^{k (800)})$
35986	Convert to Logarithmic Form	300=1500e^(-0.4x)	$300 = 1500 e^{- 0.4 x}$
35987	Convert to Logarithmic Form	30000=(1+0.055/2)^(2*5)	$30000 = {(1 + \frac{0.055}{2})}^{2 \cdot 5}$
35988	Convert to Logarithmic Form	32=2^(5x)	$32 = 2^{5 x}$
35989	Convert to Logarithmic Form	5(3^(6x))=9	$5 (3^{6 x}) = 9$
35990	Convert to Logarithmic Form	5(1+10^(8x))=9	$5 (1 + 10^{8 x}) = 9$
35991	Convert to Logarithmic Form	5.3=3^x	$5.3 = 3^{x}$
35992	Convert to Logarithmic Form	5.62e^(3x)=188	$5.62 e^{3 x} = 188$
35993	Convert to Logarithmic Form	5.8(10^x)=2	$5.8 (10^{x}) = 2$
35994	Convert to Logarithmic Form	5(1.04)^x=11(1.08)^x	$5 {(1.04)}^{x} = 11 {(1.08)}^{x}$
35995	Convert to Logarithmic Form	5(2.5)^x=(6.2)^x	$5 {(2.5)}^{x} = {(6.2)}^{x}$
35996	Convert to Logarithmic Form	5( square root of 2)^2+5( square root of 2)^2=(10)^2	$5 {(\sqrt{2})}^{2} + 5 {(\sqrt{2})}^{2} = {(10)}^{2}$
35997	Convert to Logarithmic Form	5e^(0.12t)=10e^(0.08t)	$5 e^{0.12 t} = 10 e^{0.08 t}$
35998	Convert to Logarithmic Form	5e^(0.2x)=2	$5 e^{0.2 x} = 2$
35999	Convert to Logarithmic Form	49=20(0.5)^q	$49 = 20 {(0.5)}^{q}$
36000	Convert to Logarithmic Form	5x*18^(6x)=26	$5 x \cdot 18^{6 x} = 26$