Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
35001	Write in Exponential Form	log base 5 of 1/( square root of 5)=x	$\log_{5} (\frac{1}{\sqrt{5}}) = x$
35002	Write in Exponential Form	log base 5 of 17^(x-4)=6	$\log_{5} (17^{x - 4}) = 6$
35003	Solve for x	natural log of x+6 = natural log of x+ natural log of 6	$\ln (x + 6) = \ln (x) + \ln (6)$
35004	Write in Exponential Form	log base 5 of x=6	$\log_{5} (x) = 6$
35005	Write in Exponential Form	log base 5 of x=e	$\log_{5} (x) = e$
35006	Write in Exponential Form	log base 5 of x+14+ log base 5 of x+134=4	$\log_{5} (x + 14) + \log_{5} (x + 134) = 4$
35007	Write in Exponential Form	log base 5 of x+2- log base 5 of 7 = log base 5 of 49	$\log_{5} (x + 2) - \log_{5} (7) = \log_{5} (49)$
35008	Write in Exponential Form	log base 5 of x-8=- log base 5 of x-4+1	$\log_{5} (x - 8) = - \log_{5} (x - 4) + 1$
35009	Write in Exponential Form	log base 5 of x-1=2	$\log_{5} (x - 1) = 2$
35010	Solve for x	\|x+4\|=\|2x+3\|	$\| x + 4 \| = \| 2 x + 3 \|$
35011	Write in Exponential Form	log base 7 of x=3	$\log_{7} (x) = 3$
35012	Write in Exponential Form	log base 8 of (8/7)^x=(1-x)	$\log_{8} ({(\frac{8}{7})}^{x}) = (1 - x)$
35013	Write in Exponential Form	log base 8 of 1/64=y	$\log_{8} (\frac{1}{64}) = y$
35014	Write in Exponential Form	log base 8 of 2^0.4=x	$\log_{8} (2^{0.4}) = x$
35015	Write in Exponential Form	log base 8 of square root of 8=(1/6*(x-6))	$\log_{8} (\sqrt{8}) = (\frac{1}{6} \cdot (x - 6))$
35016	Solve for ?	theta=pi/6	$θ = \frac{π}{6}$
35017	Write in Exponential Form	log base 8 of 3.4=4x	$\log_{8} (3.4) = 4 x$
35018	Write in Exponential Form	log base 8 of 4096=4	$\log_{8} (4096) = 4$
35019	Solve for ?	cos(2theta-pi/2)=-1	$\cos (2 θ - \frac{π}{2}) = - 1$
35020	Write in Exponential Form	log base 6 of x-2=-3	$\log_{6} (x - 2) = - 3$
35021	Write in Exponential Form	log base 625 of square root of x-5=1/4	$\log_{625} (\sqrt{x - 5}) = \frac{1}{4}$
35022	Write in Exponential Form	log base 625 of 5=1/4	$\log_{625} (5) = \frac{1}{4}$
35023	Write in Exponential Form	log base 64 of 1/4=x	$\log_{64} (\frac{1}{4}) = x$
35024	Write in Exponential Form	log base 7 of 2=x	$\log_{7} (2) = x$
35025	Write in Exponential Form	log base 7 of 2401=4	$\log_{7} (2401) = 4$
35026	Write in Exponential Form	log base 7 of -2x=0	$\log_{7} (- 2 x) = 0$
35027	Write in Exponential Form	log base 7 of 2x=2	$\log_{7} (2 x) = 2$
35028	Write in Exponential Form	log base 7 of 3x=2	$\log_{7} (3 x) = 2$
35029	Write in Exponential Form	log base 7 of 64- log base 7 of 8/3+ log base 7 of 2 = log base 7 of 4p	$\log_{7} (64) - \log_{7} (\frac{8}{3}) + \log_{7} (2) = \log_{7} (4 p)$
35030	Write in Exponential Form	log base 7 of 77=w	$\log_{7} (77) = w$
35031	Write in Exponential Form	log base 7 of a=b	$\log_{7} (a) = b$
35032	Write in Exponential Form	log base 7 of j=k	$\log_{7} (j) = k$
35033	Write in Exponential Form	log base b of xy=( log base b of x)( log base b of y)	$\log_{b} (x y) = (\log_{b} (x)) (\log_{b} (y))$
35034	Write in Exponential Form	log base d of 216=3	$\log_{d} (216) = 3$
35035	Write in Exponential Form	natural log of e^9.2=x	$\ln (e^{9.2}) = x$
35036	Write in Exponential Form	natural log of b=-3	$\ln (b) = - 3$
35037	Write in Exponential Form	natural log of x-3/( natural log of x)=2	$\ln (x - \frac{3}{\ln (x)}) = 2$
35038	Write in Exponential Form	log base g of 64=2	$\log_{g} (64) = 2$
35039	Write in Exponential Form	log base j of k=x	$\log_{j} (k) = x$
35040	Write in Exponential Form	log base k of 1/49=-2	$\log_{k} (\frac{1}{49}) = - 2$
35041	Write in Exponential Form	log base m of 5=Q	$\log_{m} (5) = Q$
35042	Write in Exponential Form	log base m of 8=-3	$\log_{m} (8) = - 3$
35043	Write in Exponential Form	log base n of R=-z	$\log_{n} (R) = - z$
35044	Write in Exponential Form	log base p of 13=x	$\log_{p} (13) = x$
35045	Write in Exponential Form	log base p of 64=8	$\log_{p} (64) = 8$
35046	Write in Exponential Form	log base p of R=-z	$\log_{p} (R) = - z$
35047	Write in Exponential Form	log base p of V=-y	$\log_{p} (V) = - y$
35048	Write in Exponential Form	log base q of p=r	$\log_{q} (p) = r$
35049	Write in Exponential Form	log base r of 16=-2	$\log_{r} (16) = - 2$
35050	Write in Exponential Form	log base t of v=r	$\log_{t} (v) = r$
35051	Write in Exponential Form	log base x of 1/125=-3	$\log_{x} (\frac{1}{125}) = - 3$
35052	Write in Exponential Form	log base x of 1/16=-2	$\log_{x} (\frac{1}{16}) = - 2$
35053	Write in Exponential Form	log base x of 1/16=-4	$\log_{x} (\frac{1}{16}) = - 4$
35054	Write in Exponential Form	log base x of 1/25=-2	$\log_{x} (\frac{1}{25}) = - 2$
35055	Write in Exponential Form	log base x of 1/27=3	$\log_{x} (\frac{1}{27}) = 3$
35056	Write in Exponential Form	log base x of 1/64=-3	$\log_{x} (\frac{1}{64}) = - 3$
35057	Write in Exponential Form	log base x of 1/8=3	$\log_{x} (\frac{1}{8}) = 3$
35058	Write in Exponential Form	log base x of 27/64=3	$\log_{x} (\frac{27}{64}) = 3$
35059	Write in Exponential Form	log base x of 8/27=3	$\log_{x} (\frac{8}{27}) = 3$
35060	Write in Exponential Form	log base x of 1=1.3	$\log_{x} (1) = 1.3$
35061	Solve for ?	2sin(theta)^2=sin(theta)	$2 \sin^{2} (θ) = \sin (θ)$
35062	Write in Exponential Form	log base 9 of 236=x	$\log_{9} (236) = x$
35063	Write in Exponential Form	log base 9 of 3n+4 = log base 9 of 2n-8	$\log_{9} (3 n + 4) = \log_{9} (2 n - 8)$
35064	Write in Exponential Form	log base 9 of 81=x	$\log_{9} (81) = x$
35065	Write in Exponential Form	log base 9 of x-2+ log base 9 of x-2=1	$\log_{9} (x - 2) + \log_{9} (x - 2) = 1$
35066	Write in Exponential Form	log base 9 of x-4+ log base 9 of x-4=1	$\log_{9} (x - 4) + \log_{9} (x - 4) = 1$
35067	Write in Exponential Form	log base a of 1/N=- log base a of N	$\log_{a} (\frac{1}{N}) = - \log_{a} (N)$
35068	Write in Exponential Form	log base a of 125=3	$\log_{a} (125) = 3$
35069	Write in Exponential Form	log base a of 194=b	$\log_{a} (194) = b$
35070	Write in Exponential Form	log base a of 2=0.3010 , log base a of 3=0.4771 , log base a of 18a^3=x	$\log_{a} (2) = 0.301$ , $\log_{a} (3) = 0.4771$ , $\log_{a} (18 a^{3}) = x$
35071	Write in Exponential Form	log base a of 25=x	$\log_{a} (25) = x$
35072	Write in Exponential Form	log base a of 3=9	$\log_{a} (3) = 9$
35073	Write in Exponential Form	log base a of 4=9	$\log_{a} (4) = 9$
35074	Write in Exponential Form	log base a of 5=4	$\log_{a} (5) = 4$
35075	Write in Exponential Form	log base a of 6=9	$\log_{a} (6) = 9$
35076	Write in Exponential Form	log base 8 of x=4/3	$\log_{8} (x) = \frac{4}{3}$
35077	Write in Exponential Form	log base 8 of x=2.5	$\log_{8} (x) = 2.5$
35078	Write in Exponential Form	log base 6 of 36=5x+3	$\log_{6} (36) = 5 x + 3$
35079	Write in Exponential Form	log base 6 of 36=x	$\log_{6} (36) = x$
35080	Write in Exponential Form	log base 6 of k=5	$\log_{6} (k) = 5$
35081	Write in Exponential Form	log base 6 of K=L	$\log_{6} (K) = L$
35082	Convert to Logarithmic Form	1/8=8^-1	$\frac{1}{8} = 8^{- 1}$
35083	Convert to Logarithmic Form	1/81=(1/3)^4	$\frac{1}{81} = {(\frac{1}{3})}^{4}$
35084	Convert to Logarithmic Form	1/81=27^4	$\frac{1}{81} = 27^{4}$
35085	Convert to Logarithmic Form	1/27=3^3	$\frac{1}{27} = 3^{3}$
35086	Convert to Logarithmic Form	1/64=x^-3	$\frac{1}{64} = x^{- 3}$
35087	Convert to Logarithmic Form	10^0.845=7	$10^{0.845} = 7$
35088	Convert to Logarithmic Form	10^(3-4)=100	$10^{3 - 4} = 100$
35089	Convert to Logarithmic Form	10^11=100000000000	$10^{11} = 100000000000$
35090	Convert to Logarithmic Form	10^14=1.1461	$10^{14} = 1.1461$
35091	Convert to Logarithmic Form	10^2.699=500	$10^{2.699} = 500$
35092	Convert to Logarithmic Form	10^(2x+3)=280	$10^{2 x + 3} = 280$
35093	Convert to Logarithmic Form	10^(2x+3)=290	$10^{2 x + 3} = 290$
35094	Convert to Logarithmic Form	10^(2x+9)=290	$10^{2 x + 9} = 290$
35095	Convert to Logarithmic Form	10^(2x-1)=145	$10^{2 x - 1} = 145$
35096	Convert to Logarithmic Form	10^5=10000	$10^{5} = 10000$
35097	Convert to Logarithmic Form	10^(3y)=3r	$10^{3 y} = 3 r$
35098	Convert to Logarithmic Form	10^-4.5=H	$10^{- 4.5} = H$
35099	Convert to Logarithmic Form	10^4=0.0001	$10^{4} = 0.0001$
35100	Convert to Logarithmic Form	10^-4=0.00100	$10^{- 4} = 0.001$