Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
35401	Write in Exponential Form	natural log of square root of x+9=2	$\ln (\sqrt{x + 9}) = 2$
35402	Write in Exponential Form	log of 0.00001=-5	$\log (0.00001) = - 5$
35403	Write in Exponential Form	log of 0.0001=x	$\log (0.0001) = x$
35404	Write in Exponential Form	log of (0.94/0.67)/5 = log of a	$\log (\frac{\frac{0.94}{0.67}}{5}) = \log (a)$
35405	Write in Exponential Form	log of 1/2x=-3	$\log (\frac{1}{2}) x = - 3$
35406	Write in Exponential Form	log of 2^j=k	$\log (2^{j}) = k$
35407	Write in Exponential Form	log of 3^x=-4	$\log (3^{x}) = - 4$
35408	Write in Exponential Form	log of 5^2=25	$\log (5^{2}) = 25$
35409	Write in Exponential Form	log of 7/4x=y	$\log (\frac{7}{4}) x = y$
35410	Write in Exponential Form	log of 8/x- log of x-2=-1	$\log (\frac{8}{x}) - \log (x - 2) = - 1$
35411	Write in Exponential Form	log of a/b=-3	$\log (\frac{a}{b}) = - 3$
35412	Write in Exponential Form	log of square root of 4*64=6	$\log (\sqrt{4}) \cdot 64 = 6$
35413	Write in Exponential Form	log of cube root of 10=x	$\log (\sqrt[3]{10}) = x$
35414	Write in Exponential Form	log of x^2+84=2	$\log (x^{2} + 84) = 2$
35415	Write in Exponential Form	log of 0.001=y	$\log (0.001) = y$
35416	Write in Exponential Form	log of b*4=2	$\log (b) \cdot 4 = 2$
35417	Write in Exponential Form	log of bx=y	$\log (b) x = y$
35418	Write in Exponential Form	log of cr=2	$\log (c) r = 2$
35419	Write in Exponential Form	log of gx=4/3	$\log (g) x = \frac{4}{3}$
35420	Write in Exponential Form	log of P = log of P-c log of t+1	$\log (P) = \log (P) - c \log (t + 1)$
35421	Write in Exponential Form	log of pr=q	$\log (p) r = q$
35422	Write in Exponential Form	log of ps=t	$\log (p) s = t$
35423	Write in Exponential Form	log of Q=B	$\log (Q) = B$
35424	Write in Exponential Form	log of 6(x^2-5x)=1	$\log (6) (x^{2} - 5 x) = 1$
35425	Write in Exponential Form	log of 6(4x+3) = log of 6(4x+7)	$\log (6) (4 x + 3) = \log (6) (4 x + 7)$
35426	Write in Exponential Form	log of 6y=2	$\log (6) y = 2$
35427	Write in Exponential Form	log of 64(4)=3	$\log (64 (4)) = 3$
35428	Write in Exponential Form	log of 7(4x+16)- log of 7(x+4) = log of 7(x-7)	$\log (7) (4 x + 16) - \log (7) (x + 4) = \log (7) (x - 7)$
35429	Write in Exponential Form	log of 7=0.845	$\log (7) = 0.845$
35430	Write in Exponential Form	log of 7-x=0.5	$\log (7 - x) = 0.5$
35431	Write in Exponential Form	log of 7x=3	$\log (7 x) = 3$
35432	Find the Vertex	f(x)=-2x^2-16x-34	$f (x) = - 2 x^{2} - 16 x - 34$
35433	Write in Exponential Form	log of 10*(50x)- log of 10(2x-3)=2	$\log (10) \cdot (50 x) - \log (10) (2 x - 3) = 2$
35434	Write in Exponential Form	log of 100=x	$\log (100) = x$
35435	Write in Exponential Form	log of 10-x=0.5	$\log (10 - x) = 0.5$
35436	Write in Exponential Form	log of 11-x=0.5	$\log (11 - x) = 0.5$
35437	Write in Exponential Form	log of 12=x	$\log (12) = x$
35438	Write in Exponential Form	log of 150=x	$\log (150) = x$
35439	Write in Exponential Form	log of x+ log of x-1 = log of 30	$\log (x) + \log (x - 1) = \log (30)$
35440	Write in Exponential Form	log of x=0.8395	$\log (x) = 0.8395$
35441	Write in Exponential Form	log of x=1/2	$\log (x) = \frac{1}{2}$
35442	Write in Exponential Form	log of 8*512=x	$\log (8) \cdot 512 = x$
35443	Write in Exponential Form	log of 852=R	$\log (852) = R$
35444	Write in Exponential Form	log of 9*6561=4	$\log (9) \cdot 6561 = 4$
35445	Write in Exponential Form	log of 9x=2	$\log (9) x = 2$
35446	Write in Exponential Form	log of x=6	$\log (x) = 6$
35447	Write in Exponential Form	log of x=70	$\log (x) = 70$
35448	Write in Exponential Form	log of x=8	$\log (x) = 8$
35449	Write in Exponential Form	log of x=80	$\log (x) = 80$
35450	Write in Exponential Form	log of x=9	$\log (x) = 9$
35451	Write in Exponential Form	log of x=9.1	$\log (x) = 9.1$
35452	Write in Exponential Form	log of x+1=6	$\log (x + 1) = 6$
35453	Write in Exponential Form	log of x+1*81=2	$\log (x + 1) \cdot 81 = 2$
35454	Write in Exponential Form	y = natural log of x+4	$y = \ln (x + 4)$
35455	Write in Exponential Form	y = log of 1/25	$y = \log (\frac{1}{25})$
35456	Write in Exponential Form	y = log of 1/3	$y = \log (\frac{1}{3})$
35457	Write in Exponential Form	y = log of 2^x	$y = \log (2^{x})$
35458	Write in Exponential Form	y = log of 1000 square root of 10	$y = \log (1000 \sqrt{10})$
35459	Write in Exponential Form	y = log of (4x)/6	$y = \log (\frac{4 x}{6})$
35460	Write in Exponential Form	y=- log of x	$y = - \log (x)$
35461	Write in Exponential Form	z = log base 29 of y	$z = \log_{29} (y)$
35462	Convert to Logarithmic Form	((1^2)/11)=1/121	$(\frac{1^{2}}{11}) = \frac{1}{121}$
35463	Convert to Logarithmic Form	(5/(3^x))=9/25	$(\frac{5}{3^{x}}) = \frac{9}{25}$
35464	Convert to Logarithmic Form	(2n-1)=n^2	$(2 n - 1) = n^{2}$
35465	Convert to Logarithmic Form	(4)(7^x)=0	$(4) (7^{x}) = 0$
35466	Convert to Logarithmic Form	(fg)(x)=f(x^2-3)	$(f g) (x) = f (x^{2} - 3)$
35467	Convert to Logarithmic Form	(t)=500/(1+83.3e^(-0.162t))	$(t) = \frac{500}{1 + 83.3 e^{- 0.162 t}}$
35468	Convert to Logarithmic Form	(x)=(2x+3)(3x^2-2)	$(x) = (2 x + 3) (3 x^{2} - 2)$
35469	Convert to Logarithmic Form	0.20=(x^2)/(15-x)	$0.2 = \frac{x^{2}}{15 - x}$
35470	Convert to Logarithmic Form	0.5=12/10*(1-e^(-10/5t))	$0.5 = \frac{12}{10} \cdot (1 - e^{- \frac{10}{5} t})$
35471	Convert to Logarithmic Form	0.72=2.88e^(k(3))	$0.72 = 2.88 e^{k (3)}$
35472	Convert to Logarithmic Form	0.75e^(3x)=2	$0.75 e^{3 x} = 2$
35473	Convert to Logarithmic Form	0.85=0.89/(1+e^(-0.1n))	$0.85 = \frac{0.89}{1 + e^{- 0.1 n}}$
35474	Convert to Logarithmic Form	x=54/4	$x = \frac{54}{4}$
35475	Convert to Logarithmic Form	x=1.8	$x = 1.8$
35476	Convert to Logarithmic Form	x=75	$x = 75$
35477	Convert to Logarithmic Form	f(4.9)=((4.9)-5)/((4.9)^2-25)	$f (4.9) = \frac{(4.9) - 5}{{(4.9)}^{2} - 25}$
35478	Convert to Logarithmic Form	(0.5)^t=8.3	${(0.5)}^{t} = 8.3$
35479	Write in Exponential Form	y = natural log of 25	$y = \ln (25)$
35480	Write in Exponential Form	y = natural log of 5=1.609	$y = \ln (5) = 1.609$
35481	Write in Exponential Form	y = natural log of 6x	$y = \ln (6 x)$
35482	Factor	x^3-3x^2-25x-21	$x^{3} - 3 x^{2} - 25 x - 21$
35483	Convert to Logarithmic Form	(1/2)^-5=32	${(\frac{1}{2})}^{- 5} = 32$
35484	Convert to Logarithmic Form	(1/2)^(6-x)=2	${(\frac{1}{2})}^{6 - x} = 2$
35485	Convert to Logarithmic Form	(1/2)^t=8	${(\frac{1}{2})}^{t} = 8$
35486	Convert to Logarithmic Form	(1/3)^2=1/9	${(\frac{1}{3})}^{2} = \frac{1}{9}$
35487	Convert to Logarithmic Form	(1/3)^-3=1000	${(\frac{1}{3})}^{- 3} = 1000$
35488	Convert to Logarithmic Form	(1/3)^(5x+6)=9^(x-1)	${(\frac{1}{3})}^{5 x + 6} = 9^{x - 1}$
35489	Convert to Logarithmic Form	(1/3)^(-x)=(1/9)^(x+1)	${(\frac{1}{3})}^{- x} = {(\frac{1}{9})}^{x + 1}$
35490	Convert to Logarithmic Form	(1/3)^(x-1)=27	${(\frac{1}{3})}^{x - 1} = 27$
35491	Write in Exponential Form	log of x+26- log of 4 = log of 2x+2	$\log (x + 26) - \log (4) = \log (2 x + 2)$
35492	Write in Exponential Form	log of x+5 log of x+2=2 log of \|x\|	$\log (x + 5) \log (x + 2) = 2 \log (\| x \|)$
35493	Write in Exponential Form	log base 2 of 1/2=-1	$\log_{2} (\frac{1}{2}) = - 1$
35494	Write in Exponential Form	log of x-2 = log of 5x+3	$\log (x - 2) = \log (5 x + 3)$
35495	Write in Exponential Form	log of yx=-4	$\log (y) x = - 4$
35496	Write in Exponential Form	n = log base 8 of 2	$n = \log_{8} (2)$
35497	Write in Exponential Form	N=2600 natural log of 3t+5	$N = 2600 \ln (3 t + 5)$
35498	Write in Exponential Form	p = log base x of 2	$p = \log_{x} (2)$
35499	Write in Exponential Form	R(119000)=0.37* natural log of p+0.05	$R (119000) = 0.37 \cdot \ln (p) + 0.05$
35500	Write in Exponential Form	r=( natural log of 2)/30	$r = \frac{\ln (2)}{30}$