Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
34101	Write in Exponential Form	4- log of 3-x=3	$4 - \log (3 - x) = 3$
34102	Write in Exponential Form	4 log of 7-3x=1/16	$4 \log (7 - 3 x) = \frac{1}{16}$
34103	Write in Exponential Form	4 log of x+ log of 5 = log of 405	$4 \log (x) + \log (5) = \log (405)$
34104	Write in Exponential Form	4 log of x+3=9	$4 \log (x + 3) = 9$
34105	Write in Exponential Form	4x-5 = natural log of 1100	$4 x - 5 = \ln (1100)$
34106	Write in Exponential Form	5( log of x+5)=8	$5 (\log (x) + 5) = 8$
34107	Write in Exponential Form	5 log of x-8=0	$5 \log (x - 8) = 0$
34108	Write in Exponential Form	5+5 natural log of x=6	$5 + 5 \ln (x) = 6$
34109	Write in Exponential Form	5+8 natural log of x=69	$5 + 8 \ln (x) = 69$
34110	Write in Exponential Form	4 = log of (4)^256	$4 = \log ({(4)}^{256})$
34111	Write in Exponential Form	4 = log base 8 of m	$4 = \log_{8} (m)$
34112	Write in Exponential Form	40=68+20 log of t+1	$40 = 68 + 20 \log (t + 1)$
34113	Write in Exponential Form	40=80-30 log base 2 of x	$40 = 80 - 30 \log_{2} (x)$
34114	Write in Exponential Form	42 log of x- log of 9 = log of 144	$42 \log (x) - \log (9) = \log (144)$
34115	Write in Exponential Form	4 natural log of 1/(e^(1/2))=h	$4 \ln (\frac{1}{e^{\frac{1}{2}}}) = h$
34116	Write in Exponential Form	-4 natural log of 2+1/2* natural log of 24- natural log of 5+3 natural log of 2=( natural log of square root of 6)/5	$- 4 \ln (2) + \frac{1}{2} \cdot \ln (24) - \ln (5) + 3 \ln (2) = \frac{\ln (\sqrt{6})}{5}$
34117	Write in Exponential Form	4 natural log of 2+ natural log of x-2 = natural log of 96	$4 \ln (2) + \ln (x - 2) = \ln (96)$
34118	Write in Exponential Form	4 natural log of 2x-1=16	$4 \ln (2 x - 1) = 16$
34119	Write in Exponential Form	4 natural log of 5x=16	$4 \ln (5 x) = 16$
34120	Write in Exponential Form	4 natural log of 8x=5	$4 \ln (8 x) = 5$
34121	Write in Exponential Form	3 log of 5x+1=10	$3 \log (5 x) + 1 = 10$
34122	Write in Exponential Form	3 log of 9x+ log of 92=2+y log of 910	$3 \log (9) x + \log (9) \cdot 2 = 2 + y \log (9) \cdot 10$
34123	Write in Exponential Form	3 log of x = log of 27	$3 \log (x) = \log (27)$
34124	Write in Exponential Form	3x-5 = log base 2 of 1024	$3 x - 5 = \log_{2} (1024)$
34125	Write in Exponential Form	3-x log of 2 = log of 565	$3 - x \log (2) = \log (565)$
34126	Write in Exponential Form	3x log of 3=(-x+3) log of 16	$3 x \log (3) = (- x + 3) \log (16)$
34127	Write in Exponential Form	4.25=- log of x	$4.25 = - \log (x)$
34128	Write in Exponential Form	-4.567=- log of H^0	$- 4.567 = - \log (H^{0})$
34129	Write in Exponential Form	-4.567 = log of H	$- 4.567 = \log (H)$
34130	Write in Exponential Form	4.8 = log of x/63105.8	$4.8 = \log (\frac{x}{63105.8})$
34131	Write in Exponential Form	4 log base 2 of x-5+ log base 2 of 4=6	$4 \log_{2} (x - 5) + \log_{2} (4) = 6$
34132	Write in Exponential Form	4 log base 3 of x=- log base 3 of 81	$4 \log_{3} (x) = - \log_{3} (81)$
34133	Write in Exponential Form	4 log base 4 of 2x=20	$4 \log_{4} (2 x) = 20$
34134	Write in Exponential Form	4 log base 5 of -2x=8	$4 \log_{5} (- 2 x) = 8$
34135	Write in Exponential Form	4 log base 5 of x- log base 5 of 4 = log base 5 of 4	$4 \log_{5} (x) - \log_{5} (4) = \log_{5} (4)$
34136	Write in Exponential Form	4 log base 8 of t = log base 8 of 2t^2-1	$4 \log_{8} (t) = \log_{8} (2 t^{2} - 1)$
34137	Write in Exponential Form	3 natural log of 5x=12	$3 \ln (5 x) = 12$
34138	Write in Exponential Form	3 natural log of 7x-1+3=6	$3 \ln (7 x - 1) + 3 = 6$
34139	Write in Exponential Form	3 natural log of x=-12	$3 \ln (x) = - 12$
34140	Write in Exponential Form	3 natural log of x=2	$3 \ln (x) = 2$
34141	Write in Exponential Form	3 natural log of x=8	$3 \ln (x) = 8$
34142	Write in Exponential Form	3 natural log of 4x=13	$3 \ln (4 x) = 13$
34143	Write in Exponential Form	3 natural log of 4x=9	$3 \ln (4 x) = 9$
34144	Write in Exponential Form	3=Ae^(-(- natural log of (1/2)/5715))	$3 = A e^{- (- \ln (\frac{\frac{1}{2}}{5715}))}$
34145	Write in Exponential Form	3 = log of (15)^x	$3 = \log ({(15)}^{x})$
34146	Write in Exponential Form	3 = log base 9 of M	$3 = \log_{9} (M)$
34147	Write in Exponential Form	3 = natural log of 3x	$3 = \ln (3 x)$
34148	Write in Exponential Form	3 = log of 8+3 log of x	$3 = \log (8) + 3 \log (x)$
34149	Write in Exponential Form	31 , 600=8500 natural log of 9t+5	$31$ , $600 = 8500 \ln (9 t + 5)$
34150	Write in Exponential Form	350=500(1-4/(4+ log of e^(-0.002x)))	$350 = 500 (1 - \frac{4}{4 + \log (e^{- 0.002 x})})$
34151	Write in Exponential Form	3inX = natural log of 4+in*2
34152	Write in Exponential Form	natural log of 1/2=27	$\ln (\frac{1}{2}) = 27$
34153	Write in Exponential Form	natural log of 1/e=x	$\ln (\frac{1}{e}) = x$
34154	Write in Exponential Form	natural log of 1089/965.8=0.03t	$\ln (\frac{1089}{965.8}) = 0.03 t$
34155	Write in Exponential Form	natural log of 14/6.25=0.01t	$\ln (\frac{14}{6.25}) = 0.01 t$
34156	Write in Exponential Form	natural log of -2/17=4x	$\ln (- \frac{2}{17}) = 4 x$
34157	Write in Exponential Form	natural log of (220-20)/200=-0.11t	$\ln (\frac{220 - 20}{200}) = - 0.11 t$
34158	Write in Exponential Form	natural log of (2x)/41=2	$\ln (\frac{2 x}{41}) = 2$
34159	Write in Exponential Form	natural log of 3/5=-0.0001216t	$\ln (\frac{3}{5}) = - 0.0001216 t$
34160	Write in Exponential Form	natural log of (3x+4)/(x-6)=8	$\ln (\frac{3 x + 4}{x - 6}) = 8$
34161	Write in Exponential Form	natural log of 49999/125000 = natural log of e^(-0.08x)	$\ln (\frac{49999}{125000}) = \ln (e^{- 0.08 x})$
34162	Write in Exponential Form	natural log of 5^(2x-6) = natural log of 386	$\ln (5^{2 x - 6}) = \ln (386)$
34163	Write in Exponential Form	natural log of 5422/4548=(12t) natural log of 1+0.055/12	$\ln (\frac{5422}{4548}) = (12 t) \ln (1 + \frac{0.055}{12})$
34164	Write in Exponential Form	natural log of 8/x=-9	$\ln (\frac{8}{x}) = - 9$
34165	Write in Exponential Form	natural log of 8^(7x+8) = natural log of 3	$\ln (8^{7 x + 8}) = \ln (3)$
34166	Write in Exponential Form	natural log of 8^x = natural log of 1/128	$\ln (8^{x}) = \ln (\frac{1}{128})$
34167	Write in Exponential Form	natural log of (A-10)/200=-0.12t	$\ln (\frac{A - 10}{200}) = - 0.12 t$
34168	Write in Exponential Form	natural log of (A-66)/125=-0.07a	$\ln (\frac{A - 66}{125}) = - 0.07 a$
34169	Write in Exponential Form	natural log of ab^x=M	$\ln (a b^{x}) = M$
34170	Write in Exponential Form	natural log of e^2=6	$\ln (e^{2}) = 6$
34171	Write in Exponential Form	natural log of e^(-2x)=80	$\ln (e^{- 2 x}) = 80$
34172	Write in Exponential Form	natural log of e^(-2x) = natural log of 1/2	$\ln (e^{- 2 x}) = \ln (\frac{1}{2})$
34173	Write in Exponential Form	natural log of e^(2x+1)=9	$\ln (e^{2 x + 1}) = 9$
34174	Write in Exponential Form	natural log of e^3=3	$\ln (e^{3}) = 3$
34175	Write in Exponential Form	natural log of e^-3=y	$\ln (e^{- 3}) = y$
34176	Write in Exponential Form	natural log of e^4=4	$\ln (e^{4}) = 4$
34177	Write in Exponential Form	natural log of e^(4m+1) = natural log of 11.5	$\ln (e^{4 m + 1}) = \ln (11.5)$
34178	Write in Exponential Form	natural log of e^(4x-7)=7	$\ln (e^{4 x - 7}) = 7$
34179	Write in Exponential Form	g(8)=10.329+3.52 natural log of 8	$g (8) = 10.329 + 3.52 \ln (8)$
34180	Write in Exponential Form	g=10 log of 15.8/0.625	$g = 10 \log (\frac{15.8}{0.625})$
34181	Write in Exponential Form	g=10 log of 24/0.750	$g = 10 \log (\frac{24}{0.75})$
34182	Write in Exponential Form	h=116 log of 55+40-176	$h = 116 \log (55 + 40) - 176$
34183	Write in Exponential Form	k=1/1690* natural log of 1/2	$k = \frac{1}{1690} \cdot \ln (\frac{1}{2})$
34184	Write in Exponential Form	k=( natural log of 0.89)/17	$k = \frac{\ln (0.89)}{17}$
34185	Write in Exponential Form	k=( natural log of 2)/15	$k = \frac{\ln (2)}{15}$
34186	Write in Exponential Form	k = natural log of 425/277	$k = \ln (\frac{425}{277})$
34187	Write in Exponential Form	k = natural log of 69/155*-6	$k = \ln (\frac{69}{155}) \cdot - 6$
34188	Write in Exponential Form	k = natural log of 0.575	$k = \ln (0.575)$
34189	Write in Exponential Form	L=10* log of (3.3*10^-6)/(10^-12)	$L = 10 \cdot \log (\frac{3.3 \cdot 10^{- 6}}{10^{- 12}})$
34190	Write in Exponential Form	natural log of x+2=e^(x-4)	$\ln (x + 2) = e^{x - 4}$
34191	Write in Exponential Form	natural log of 0.40=-0.102t	$\ln (0.4) = - 0.102 t$
34192	Write in Exponential Form	natural log of 1/(e^3)=x	$\ln (\frac{1}{e^{3}}) = x$
34193	Write in Exponential Form	natural log of 1/2=e^(-0.044t)	$\ln (\frac{1}{2}) = e^{- 0.044 t}$
34194	Write in Exponential Form	natural log of 1/2=23k	$\ln (\frac{1}{2}) = 23 k$
34195	Write in Exponential Form	3 natural log of x+1=9	$3 \ln (x + 1) = 9$
34196	Write in Exponential Form	3 natural log of x+5=-6	$3 \ln (x + 5) = - 6$
34197	Write in Exponential Form	3 natural log of x+7=6	$3 \ln (x + 7) = 6$
34198	Write in Exponential Form	3 log of 2x=- log of 2*27	$3 \log (2) x = - \log (2) \cdot 27$
34199	Write in Exponential Form	3 log of 2x=3 log of 24-x^2	$3 \log (2 x) = 3 \log (24 - x^{2})$
34200	Write in Exponential Form	3 log of 2x-4=y	$3 \log (2 x - 4) = y$