Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
35801	Convert to Logarithmic Form	4^(2x-1)=64	$4^{2 x - 1} = 64$
35802	Convert to Logarithmic Form	4^(2x-3)=44	$4^{2 x - 3} = 44$
35803	Convert to Logarithmic Form	4^(2x-3)=64^5	$4^{2 x - 3} = 64^{5}$
35804	Convert to Logarithmic Form	4^(2x-5)=64^(3x)	$4^{2 x - 5} = 64^{3 x}$
35805	Convert to Logarithmic Form	-4^3+3(-4)^2-6*-4-8=0	$- 4^{3} + 3 {(- 4)}^{2} - 6 \cdot - 4 - 8 = 0$
35806	Convert to Logarithmic Form	4^3+5=69	$4^{3} + 5 = 69$
35807	Convert to Logarithmic Form	4^(3x)=1/16	$4^{3 x} = \frac{1}{16}$
35808	Convert to Logarithmic Form	4^(3x+1)=M	$4^{3 x + 1} = M$
35809	Convert to Logarithmic Form	4^(3x-1)=3^(x-2)	$4^{3 x - 1} = 3^{x - 2}$
35810	Convert to Logarithmic Form	4^(3x-2)=8	$4^{3 x - 2} = 8$
35811	Convert to Logarithmic Form	4^(-3/2)=0.125	$4^{- \frac{3}{2}} = 0.125$
35812	Convert to Logarithmic Form	4^(1-2x)=64	$4^{1 - 2 x} = 64$
35813	Convert to Logarithmic Form	4^(1-7x)=7^x	$4^{1 - 7 x} = 7^{x}$
35814	Convert to Logarithmic Form	4^(1-9x)=3^x	$4^{1 - 9 x} = 3^{x}$
35815	Convert to Logarithmic Form	4^(1-9x)=3x	$4^{1 - 9 x} = 3 x$
35816	Convert to Logarithmic Form	cot(0.5)^2-tan(0.5)^2=1	$\cot^{2} (0.5) - \tan^{2} (0.5) = 1$
35817	Convert to Logarithmic Form	d^3=2197	$d^{3} = 2197$
35818	Convert to Logarithmic Form	(dy)/(dx)=2x^(3+x-2)	$\frac{d y}{d x} = 2 x^{3 + x - 2}$
35819	Convert to Logarithmic Form	e^(9x+8)=7	$e^{9 x + 8} = 7$
35820	Convert to Logarithmic Form	e^(x+3)=99	$e^{x + 3} = 99$
35821	Convert to Logarithmic Form	e^(x+6)=2	$e^{x + 6} = 2$
35822	Convert to Logarithmic Form	e^(0.05*3)=850	$e^{0.05 \cdot 3} = 850$
35823	Convert to Logarithmic Form	e^(0.05t)=1.3	$e^{0.05 t} = 1.3$
35824	Convert to Logarithmic Form	e^(0.6x)=x	$e^{0.6 x} = x$
35825	Convert to Logarithmic Form	e^(0.8x)=t	$e^{0.8 x} = t$
35826	Convert to Logarithmic Form	e^(1/2)=1.6487	$e^{\frac{1}{2}} = 1.6487$
35827	Convert to Logarithmic Form	e^(1/3)=1.3956	$e^{\frac{1}{3}} = 1.3956$
35828	Convert to Logarithmic Form	e^(1/8x)=5	$e^{\frac{1}{8} x} = 5$
35829	Convert to Logarithmic Form	e^(5/9)=1.700	$e^{\frac{5}{9}} = 1.7$
35830	Convert to Logarithmic Form	e^(x/3)=8	$e^{\frac{x}{3}} = 8$
35831	Convert to Logarithmic Form	e^(x^2)=e^(13x)(1/(e^40))	$e^{x^{2}} = e^{13 x} (\frac{1}{e^{40}})$
35832	Convert to Logarithmic Form	e^(x^2)=e^(7x-12)	$e^{x^{2}} = e^{7 x - 12}$
35833	Convert to Logarithmic Form	e^(-x^2)=e^(x+5)e^-11	$e^{- x^{2}} = e^{x + 5} e^{- 11}$
35834	Convert to Logarithmic Form	e^(x^2)=80	$e^{x^{2}} = 80$
35835	Convert to Logarithmic Form	e^(x^2-3)=e^(2x)	$e^{x^{2} - 3} = e^{2 x}$
35836	Convert to Logarithmic Form	e^(0.04x)=8	$e^{0.04 x} = 8$
35837	Convert to Logarithmic Form	e^(0.12t)=2e^(0.08t)	$e^{0.12 t} = 2 e^{0.08 t}$
35838	Convert to Logarithmic Form	e^(0.2x)=t	$e^{0.2 x} = t$
35839	Convert to Logarithmic Form	9^7=123	$9^{7} = 123$
35840	Convert to Logarithmic Form	9^c=254	$9^{c} = 254$
35841	Convert to Logarithmic Form	9^x = fifth root of 81	$9^{x} = \sqrt[5]{81}$
35842	Convert to Logarithmic Form	9^x=2	$9^{x} = 2$
35843	Convert to Logarithmic Form	81^(3/4)=( fourth root of 81)^3	$81^{\frac{3}{4}} = {(\sqrt[4]{81})}^{3}$
35844	Convert to Logarithmic Form	9^(2x)=27^(3x-4)	$9^{2 x} = 27^{3 x - 4}$
35845	Convert to Logarithmic Form	9^(2x-1)=1/(3x)	$9^{2 x - 1} = \frac{1}{3 x}$
35846	Convert to Logarithmic Form	9^x=36	$9^{x} = 36$
35847	Convert to Logarithmic Form	9^x=8	$9^{x} = 8$
35848	Convert to Logarithmic Form	9^x=81	$9^{x} = 81$
35849	Convert to Logarithmic Form	9^(x+1)=378	$9^{x + 1} = 378$
35850	Convert to Logarithmic Form	9^(x-1)=8^(x-3)	$9^{x - 1} = 8^{x - 3}$
35851	Convert to Logarithmic Form	9^(x-3)=27	$9^{x - 3} = 27$
35852	Convert to Logarithmic Form	9^(x-5)=81	$9^{x - 5} = 81$
35853	Convert to Logarithmic Form	9^(x-7)=81	$9^{x - 7} = 81$
35854	Convert to Logarithmic Form	a^2=1.6	$a^{2} = 1.6$
35855	Convert to Logarithmic Form	a^2=670	$a^{2} = 670$
35856	Convert to Logarithmic Form	a^5=200	$a^{5} = 200$
35857	Convert to Logarithmic Form	a^5=347	$a^{5} = 347$
35858	Convert to Logarithmic Form	7^(-x+4)=79	$7^{- x + 4} = 79$
35859	Convert to Logarithmic Form	7^(x-4)=49	$7^{x - 4} = 49$
35860	Convert to Logarithmic Form	8/125=(2/5)^3	$\frac{8}{125} = {(\frac{2}{5})}^{3}$
35861	Convert to Logarithmic Form	8/27=(2/3)^3	$\frac{8}{27} = {(\frac{2}{3})}^{3}$
35862	Convert to Logarithmic Form	625^(3/4)=125	$625^{\frac{3}{4}} = 125$
35863	Convert to Logarithmic Form	64^(-1/2)=1/8	$64^{\frac{- 1}{2}} = \frac{1}{8}$
35864	Convert to Logarithmic Form	7^(2x)=2	$7^{2 x} = 2$
35865	Convert to Logarithmic Form	7^(2x-1)=316	$7^{2 x - 1} = 316$
35866	Convert to Logarithmic Form	7^(3x-1)=5	$7^{3 x - 1} = 5$
35867	Convert to Logarithmic Form	7^-4=1/2401	$7^{- 4} = \frac{1}{2401}$
35868	Convert to Logarithmic Form	8^(5/3)=32	$8^{\frac{5}{3}} = 32$
35869	Convert to Logarithmic Form	8^(4x-1)=512	$8^{4 x - 1} = 512$
35870	Convert to Logarithmic Form	8^5=m	$8^{5} = m$
35871	Convert to Logarithmic Form	8^(5-2x)=1	$8^{5 - 2 x} = 1$
35872	Convert to Logarithmic Form	8^(7x)=512	$8^{7 x} = 512$
35873	Convert to Logarithmic Form	8^x=1/512	$8^{x} = \frac{1}{512}$
35874	Convert to Logarithmic Form	8^x=152	$8^{x} = 152$
35875	Convert to Logarithmic Form	8^x=4096	$8^{x} = 4096$
35876	Convert to Logarithmic Form	8^(4x)=3.4	$8^{4 x} = 3.4$
35877	Convert to Logarithmic Form	8^4=64	$8^{4} = 64$
35878	Convert to Logarithmic Form	8^(3x)=4.2	$8^{3 x} = 4.2$
35879	Convert to Logarithmic Form	8^-37=15	$8^{- 37} = 15$
35880	Convert to Logarithmic Form	81^(x-1)=27^(2x)	$81^{x - 1} = 27^{2 x}$
35881	Convert to Logarithmic Form	8e^x=15	$8 e^{x} = 15$
35882	Convert to Logarithmic Form	8e^x=23	$8 e^{x} = 23$
35883	Convert to Logarithmic Form	9^(x^2+1)=81	$9^{x^{2} + 1} = 81$
35884	Convert to Logarithmic Form	9^((x-7)/4) = square root of 9	$9^{\frac{x - 7}{4}} = \sqrt{9}$
35885	Convert to Logarithmic Form	8^(-x+4)=87	$8^{- x + 4} = 87$
35886	Convert to Logarithmic Form	8^(x-3)=35	$8^{x - 3} = 35$
35887	Convert to Logarithmic Form	81^(1/3)=3	$81^{\frac{1}{3}} = 3$
35888	Convert to Logarithmic Form	e = square root of x+4	$e = \sqrt{x + 4}$
35889	Convert to Logarithmic Form	e^-1=2.7183	$e^{- 1} = 2.7183$
35890	Convert to Logarithmic Form	e=2.7186	$e = 2.7186$
35891	Convert to Logarithmic Form	e=2.72	$e = 2.72$
35892	Convert to Logarithmic Form	e^10=f	$e^{10} = f$
35893	Convert to Logarithmic Form	e^10=S	$e^{10} = S$
35894	Convert to Logarithmic Form	e^10=z	$e^{10} = z$
35895	Convert to Logarithmic Form	e^(10x)=20	$e^{10 x} = 20$
35896	Convert to Logarithmic Form	e^(12-5*1.77)-7=123	$e^{12 - 5 \cdot 1.77} - 7 = 123$
35897	Convert to Logarithmic Form	e^(1-2y)=(1-3x)^2	$e^{1 - 2 y} = {(1 - 3 x)}^{2}$
35898	Convert to Logarithmic Form	e^(1-4x)=2	$e^{1 - 4 x} = 2$
35899	Convert to Logarithmic Form	e^(1-7x)=5	$e^{1 - 7 x} = 5$
35900	Convert to Logarithmic Form	e^(1-8x)=14	$e^{1 - 8 x} = 14$