Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
38401	Write in Exponential Form	0.04k = natural log of 10/3	$0.04 k = \ln (\frac{10}{3})$
38402	Write in Exponential Form	0.265=0.121-0.0257/2* natural log of x	$0.265 = 0.121 - \frac{0.0257}{2} \cdot \ln (x)$
38403	Write in Exponential Form	0.5 = log of x<2	$0.5 = \log (x) < 2$
38404	Write in Exponential Form	0.5 log of x=2 log of 4-0.5 log of 64	$0.5 \log (x) = 2 \log (4) - 0.5 \log (64)$
38405	Write in Exponential Form	log base x of 9=1/2	$\log_{x} (9) = \frac{1}{2}$
38406	Write in Exponential Form	log base x of y=2 , log base x of 25y=4	$\log_{x} (y) = 2$ , $\log_{x} (25 y) = 4$
38407	Write in Exponential Form	log base x of y=3 , log base x of 16y=5	$\log_{x} (y) = 3$ , $\log_{x} (16 y) = 5$
38408	Write in Exponential Form	log base z of x+6- log base z of x+2 = log base z of x	$\log_{z} (x + 6) - \log_{z} (x + 2) = \log_{z} (x)$
38409	Write in Exponential Form	t^( natural log of t)=e	$t^{\ln (t)} = e$
38410	Write in Exponential Form	square root of natural log of x=4	$\sqrt{\ln (x)} = 4$
38411	Write in Exponential Form	x^( log base 25 of 9)+9^( log base 25 of x)=54	$x^{\log_{25} (9)} + 9^{\log_{25} (x)} = 54$
38412	Write in Exponential Form	log base x of 32=5/2	$\log_{x} (32) = \frac{5}{2}$
38413	Write in Exponential Form	log base x of 4=1/3	$\log_{x} (4) = \frac{1}{3}$
38414	Write in Exponential Form	log base x of 25y=4	$\log_{x} (25 y) = 4$
38415	Write in Exponential Form	log base x of 2x-3=1	$\log_{x} (2 x - 3) = 1$
38416	Write in Exponential Form	log base x of 177147=22	$\log_{x} (177147) = 22$
38417	Write in Exponential Form	log base x of 18=2	$\log_{x} (18) = 2$
38418	Write in Exponential Form	log base x of 2=1/2	$\log_{x} (2) = \frac{1}{2}$
38419	Write in Exponential Form	log base x of 20=1/2	$\log_{x} (20) = \frac{1}{2}$
38420	Write in Exponential Form	log base x of 243=5	$\log_{x} (243) = 5$
38421	Write in Exponential Form	log base x of 1/49=2	$\log_{x} (\frac{1}{49}) = 2$
38422	Evaluate the Limit	limit as x approaches -7 of (x^2+11x+28)/(x+7)	$lim_{x \to - 7} \frac{x^{2} + 11 x + 28}{x + 7}$
38423	Write in Exponential Form	log base x of 3^11=22	$\log_{x} (3^{11}) = 22$
38424	Write in Exponential Form	log base x of 5^14=28	$\log_{x} (5^{14}) = 28$
38425	Write in Exponential Form	log base x of 8/27=-3	$\log_{x} (\frac{8}{27}) = - 3$
38426	Write in Exponential Form	log base x of 10=1/3	$\log_{x} (10) = \frac{1}{3}$
38427	Evaluate the Limit	limit as x approaches 0 of (1-3x)^(1/(2x)+4)	$lim_{x \to 0} {(1 - 3 x)}^{\frac{1}{2 x} + 4}$
38428	Write in Exponential Form	log base x of 1/16=-8	$\log_{x} (\frac{1}{16}) = - 8$
38429	Write in Exponential Form	log base x of 12.33=2.3	$\log_{x} (12.33) = 2.3$
38430	Write in Exponential Form	log base x of 121=2	$\log_{x} (121) = 2$
38431	Write in Exponential Form	10 natural log of 100x=120	$10 \ln (100 x) = 120$
38432	Write in Exponential Form	10 natural log of 100x-3=117	$10 \ln (100 x) - 3 = 117$
38433	Write in Exponential Form	10 log of x/(x^-10)=130	$10 \log (\frac{x}{x^{- 10}}) = 130$
38434	Write in Exponential Form	10- log of 5(x+9)=9	$10 - \log (5) (x + 9) = 9$
38435	Write in Exponential Form	0=- natural log of 1/12(x)	$0 = - \ln (\frac{1}{12} (x))$
38436	Write in Exponential Form	0=- natural log of x/12	$0 = - \ln (\frac{x}{12})$
38437	Write in Exponential Form	1.1 = natural log of 9x	$1.1 = \ln (9 x)$
38438	Write in Exponential Form	1.2x = natural log of 9/4	$1.2 x = \ln (\frac{9}{4})$
38439	Write in Exponential Form	1.41=((8.314)(298))/((2)(96485))* log of x	$1.41 = \frac{(8.314) (298)}{(2) (96485)} \cdot \log (x)$
38440	Write in Exponential Form	-1.47=(-2.5)* log of L/(2.13*10^-6)	$- 1.47 = (- 2.5) \cdot \log (\frac{L}{2.13 \cdot 10^{- 6}})$
38441	Write in Exponential Form	1.8 = log base 0 of (2.9)^(5730r)	$1.8 = \log_{0} ({(2.9)}^{5730 r})$
38442	Write in Exponential Form	1+ log base 2 of 5x=2	$1 + \log_{2} (5 x) = 2$
38443	Write in Exponential Form	2 log base 3 of x=4/5	$2 \log_{3} (x) = \frac{4}{5}$
38444	Write in Exponential Form	2 log base 3 of x = log base 3 of 3x+10	$2 \log_{3} (x) = \log_{3} (3 x + 10)$
38445	Write in Exponential Form	2 log base 2 of x=- log base 2 of 4	$2 \log_{2} (x) = - \log_{2} (4)$
38446	Write in Exponential Form	2 log base 2 of x=5	$2 \log_{2} (x) = 5$
38447	Write in Exponential Form	2 log base 2 of x+3- log base 2 of 3x=2	$2 \log_{2} (x + 3) - \log_{2} (3 x) = 2$
38448	Write in Exponential Form	2 log base 4 of x=- log base 4 of 16	$2 \log_{4} (x) = - \log_{4} (16)$
38449	Write in Exponential Form	-12=x natural log of 4	$- 12 = x \ln (4)$
38450	Write in Exponential Form	125=228.5-13.37 natural log of 10560/(x^(1/3))	$125 = 228.5 - 13.37 \ln (\frac{10560}{x^{\frac{1}{3}}})$
38451	Write in Exponential Form	13+ log of 12x+25=12	$13 + \log (12 x + 25) = 12$
38452	Write in Exponential Form	-1311+304 natural log of x=40	$- 1311 + 304 \ln (x) = 40$
38453	Write in Exponential Form	14+20 natural log of 7x=54	$14 + 20 \ln (7 x) = 54$
38454	Write in Exponential Form	14 = log of (3)^(2x-1)	$14 = \log ({(3)}^{2 x - 1})$
38455	Write in Exponential Form	15- natural log of 5-x=0	$15 - \ln (5 - x) = 0$
38456	Write in Exponential Form	160=(6.8010^-3)^-1 natural log of 6.8010^-3*(140t)+1	$160 = {(6.8 \cdot 10^{- 3})}^{- 1} \ln (6.8 \cdot 10^{- 3} \cdot (140 t) + 1)$
38457	Write in Exponential Form	17-4 log of x=25	$17 - 4 \log (x) = 25$
38458	Write in Exponential Form	-17 log base 0 of j=-126	$- 17 \log_{0} (j) = - 126$
38459	Write in Exponential Form	18+4 natural log of x=7	$18 + 4 \ln (x) = 7$
38460	Write in Exponential Form	19=25- log of x	$19 = 25 - \log (x)$
38461	Write in Exponential Form	190=(6.610^-3)^-1 natural log of 6.6(10^-3(10)t)+1	$190 = {(6.6 \cdot 10^{- 3})}^{- 1} \ln (6.6 \cdot (10^{- 3} (10) t) + 1)$
38462	Write in Exponential Form	1- natural log of x=0	$1 - \ln (x) = 0$
38463	Write in Exponential Form	2 natural log of x=-4	$2 \ln (x) = - 4$
38464	Write in Exponential Form	-2* log base 5 of 7x=2	$- 2 \cdot \log_{5} (7 x) = 2$
38465	Write in Exponential Form	2 log base 2 of 2+2 log base 2 of 6- log base 2 of 3x=3	$2 \log_{2} (2) + 2 \log_{2} (6) - \log_{2} (3 x) = 3$
38466	Write in Exponential Form	2 log base 2 of 4-x- log base 2 of 8x=-2	$2 \log_{2} (4 - x) - \log_{2} (8 x) = - 2$
38467	Write in Exponential Form	2 log base 2 of x- log base 2 of 2x-2=1	$2 \log_{2} (x) - \log_{2} (2 x - 2) = 1$
38468	Write in Exponential Form	2 = natural log of 2x	$2 = \ln (2 x)$
38469	Write in Exponential Form	2 = log of 3y	$2 = \log (3 y)$
38470	Write in Exponential Form	20 natural log of 7x=40	$20 \ln (7 x) = 40$
38471	Write in Exponential Form	21 natural log of x-3=6	$21 \ln (x - 3) = 6$
38472	Write in Exponential Form	24=20000e^((( natural log of 2)/16)*(24))	$24 = 20000 e^{(\frac{\ln (2)}{16}) \cdot (24)}$
38473	Write in Exponential Form	24=20000e^((( natural log of 2)/16)*24)	$24 = 20000 e^{(\frac{\ln (2)}{16}) \cdot 24}$
38474	Write in Exponential Form	26206=4200 natural log of 29	$26206 = 4200 \ln (29)$
38475	Write in Exponential Form	2-6 natural log of x=10	$2 - 6 \ln (x) = 10$
38476	Write in Exponential Form	28 natural log of 2x+1-(x/4)=0	$28 \ln (2 x + 1) - (\frac{x}{4}) = 0$
38477	Write in Exponential Form	2 natural log of 10x- natural log of 10(3x)-8 = natural log of 10(7x)- natural log of 10x+6	$2 \ln (10) x - \ln (10) \cdot (3 x) - 8 = \ln (10) \cdot (7 x) - \ln (10) x + 6$
38478	Write in Exponential Form	2 natural log of 2+ natural log of x = natural log of 3	$2 \ln (2) + \ln (x) = \ln (3)$
38479	Write in Exponential Form	2 natural log of 2x=-4	$2 \ln (2 x) = - 4$
38480	Write in Exponential Form	2 natural log of 3x=10	$2 \ln (3 x) = 10$
38481	Write in Exponential Form	2 natural log of 4x=15	$2 \ln (4 x) = 15$
38482	Write in Exponential Form	2 natural log of 4x=20	$2 \ln (4 x) = 20$
38483	Write in Exponential Form	2 natural log of 5x=14	$2 \ln (5 x) = 14$
38484	Write in Exponential Form	2 natural log of 6x=13	$2 \ln (6 x) = 13$
38485	Write in Exponential Form	2 natural log of 6x=6	$2 \ln (6 x) = 6$
38486	Write in Exponential Form	2 natural log of x=7	$2 \ln (x) = 7$
38487	Write in Exponential Form	2 natural log of x = natural log of 2+ natural log of 3x-4	$2 \ln (x) = \ln (2) + \ln (3 x - 4)$
38488	Write in Exponential Form	2 natural log of x = natural log of 4x+6- natural log of 2	$2 \ln (x) = \ln (4 x + 6) - \ln (2)$
38489	Write in Exponential Form	2 natural log of x- natural log of 5 = natural log of x+10	$2 \ln (x) - \ln (5) = \ln (x + 10)$
38490	Write in Exponential Form	2 log base 5 of r = log base 5 of 16	$2 \log_{5} (r) = \log_{5} (16)$
38491	Write in Exponential Form	2 log base 5 of x=- log base 5 of 25	$2 \log_{5} (x) = - \log_{5} (25)$
38492	Write in Exponential Form	2 log base 5 of x=3 log base 5 of 4	$2 \log_{5} (x) = 3 \log_{5} (4)$
38493	Write in Exponential Form	2 log base 6 of x-5+ log base 6 of 4=2	$2 \log_{6} (x - 5) + \log_{6} (4) = 2$
38494	Write in Exponential Form	2 log base 6 of x-7+ log base 6 of 9=2	$2 \log_{6} (x - 7) + \log_{6} (9) = 2$
38495	Write in Exponential Form	2 log base 7 of 1-2x=12	$2 \log_{7} (1 - 2 x) = 12$
38496	Write in Exponential Form	2 log base 7 of -2r=0	$2 \log_{7} (- 2 r) = 0$
38497	Write in Exponential Form	2 log base 7 of x+10=4	$2 \log_{7} (x + 10) = 4$
38498	Write in Exponential Form	2 log base 8 of x=- log base 5 of 2	$2 \log_{8} (x) = - \log_{5} (2)$
38499	Write in Exponential Form	2 log base 9 of x = log base 9 of 2+ log base 9 of 3x+8	$2 \log_{9} (x) = \log_{9} (2) + \log_{9} (3 x + 8)$
38500	Write in Exponential Form	2 log base 9 of x+8 = log base 9 of 9+1	$2 \log_{9} (x + 8) = \log_{9} (9 + 1)$