Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
34601	Write in Exponential Form	y = natural log of 1.87	$y = \ln (1.87)$
34602	Write in Exponential Form	y = natural log of 3	$y = \ln (3)$
34603	Write in Exponential Form	y = natural log of 7(0.429)	$y = \ln (7) (0.429)$
34604	Write in Exponential Form	y = log of 0.00001	$y = \log (0.00001)$
34605	Write in Exponential Form	y = log of 27	$y = \log (27)$
34606	Write in Exponential Form	y = log of 2x-3+ log of x^2+3	$y = \log (2 x - 3) + \log (x^{2} + 3)$
34607	Write in Exponential Form	y = log of 3x	$y = \log (3 x)$
34608	Write in Exponential Form	log of x-15-2=- log of x	$\log (x - 15) - 2 = - \log (x)$
34609	Write in Exponential Form	log of x-16=2- log of x-1	$\log (x - 16) = 2 - \log (x - 1)$
34610	Write in Exponential Form	log of x-4=3	$\log (x - 4) = 3$
34611	Write in Exponential Form	log of x-1 = log of x-2- log of x+2	$\log (x - 1) = \log (x - 2) - \log (x + 2)$
34612	Write in Exponential Form	log of x-1=- log of x-9	$\log (x - 1) = - \log (x - 9)$
34613	Convert to Interval Notation	(x+5)/(x-3)>=0	$\frac{x + 5}{x - 3} \geq 0$
34614	Write in Exponential Form	x=k log of 16	$x = k \log (16)$
34615	Write in Exponential Form	-x = natural log of 9/2	$- x = \ln (\frac{9}{2})$
34616	Write in Exponential Form	x = log of 3 sixth root of 81	$x = \log (3) \sqrt[6]{81}$
34617	Write in Exponential Form	x natural log of x+2 natural log of x=0	$x \ln (x) + 2 \ln (x) = 0$
34618	Write in Exponential Form	x log of 0.8=x^2 log of 2	$x \log (0.8) = x^{2} \log (2)$
34619	Write in Exponential Form	x log of 29=6	$x \log (29) = 6$
34620	Write in Exponential Form	x log of 32=-1	$x \log (32) = - 1$
34621	Write in Exponential Form	x- log of 5 = log of 19	$x - \log (5) = \log (19)$
34622	Write in Exponential Form	y = natural log of (x^4+5x^2)^(3/2)	$y = \ln ({(x^{4} + 5 x^{2})}^{\frac{3}{2}})$
34623	Write in Exponential Form	y=( natural log of 115)/( natural log of 4)	$y = \frac{\ln (115)}{\ln (4)}$
34624	Write in Exponential Form	y = log base 12 of 2	$y = \log_{12} (2)$
34625	Write in Exponential Form	y = log base 2 of 3-x	$y = \log_{2} (3 - x)$
34626	Write in Exponential Form	y = log base 4 of 1	$y = \log_{4} (1)$
34627	Write in Exponential Form	y = log base 4 of x+10+9 , y=11- log base 4 of x+25	$y = \log_{4} (x + 10) + 9$ , $y = 11 - \log_{4} (x + 25)$
34628	Write in Exponential Form	log of x-5=2	$\log (x - 5) = 2$
34629	Write in Exponential Form	log of x-9=2	$\log (x - 9) = 2$
34630	Write in Exponential Form	log of y=2 log of x	$\log (y) = 2 \log (x)$
34631	Write in Exponential Form	log base 1/5 of x^2+y- log base 1/5 of y^2-x=-2	$\log_{\frac{1}{5}} (x^{2} + y) - \log_{\frac{1}{5}} (y^{2} - x) = - 2$
34632	Write in Exponential Form	log base 5 of 2n^2+20 = log base 5 of 32-5n	$\log_{5} (2 n^{2} + 20) = \log_{5} (32 - 5 n)$
34633	Write in Exponential Form	N(10)=3000/(1+21.2 natural log of -0.54(10))	$N (10) = \frac{3000}{1 + 21.2 \ln (- 0.54) (10)}$
34634	Write in Exponential Form	n=10^(300 log of 3)	$n = 10^{300 \log (3)}$
34635	Write in Exponential Form	n=( log of 2)/( log of 1.05)	$n = \frac{\log (2)}{\log (1.05)}$
34636	Write in Exponential Form	n=4* log of 10	$n = 4 \cdot \log (10)$
34637	Write in Exponential Form	n=4200 natural log of 29	$n = 4200 \ln (29)$
34638	Write in Exponential Form	Q=1.5e^(( natural log of 0.5)/2480*(1000))	$Q = 1.5 e^{\frac{\ln (0.5)}{2480} \cdot (1000)}$
34639	Write in Exponential Form	r=( natural log of 2)/137	$r = \frac{\ln (2)}{137}$
34640	Write in Exponential Form	r=( natural log of 2)/140	$r = \frac{\ln (2)}{140}$
34641	Write in Exponential Form	r=( natural log of 2)/8	$r = \frac{\ln (2)}{8}$
34642	Find the Directrix	x^2=4y	$x^{2} = 4 y$
34643	Find the Vertices	(x^2)/4+(y^2)/16=1	$\frac{x^{2}}{4} + \frac{y^{2}}{16} = 1$
34644	Write in Exponential Form	r=p-k natural log of t	$r = p - k \ln (t)$
34645	Write in Exponential Form	r natural log of 6 = natural log of 51	$r \ln (6) = \ln (51)$
34646	Write in Exponential Form	log of 8*4096=4	$\log (8) \cdot 4096 = 4$
34647	Write in Exponential Form	log of 8x=6	$\log (8 x) = 6$
34648	Write in Exponential Form	log of 9*729=3	$\log (9) \cdot 729 = 3$
34649	Write in Exponential Form	log of ax=y	$\log (a) x = y$
34650	Write in Exponential Form	log of b=(a^5c^2)/(d^6)	$\log (b) = \frac{a^{5} c^{2}}{d^{6}}$
34651	Write in Exponential Form	log of M=2	$\log (M) = 2$
34652	Write in Exponential Form	log of n=700 log of 5	$\log (n) = 700 \log (5)$
34653	Write in Exponential Form	log of p = log of c-k log of w	$\log (p) = \log (c) - k \log (w)$
34654	Write in Exponential Form	log of wz=3	$\log (w z) = 3$
34655	Write in Exponential Form	log of x=13	$\log (x) = 13$
34656	Write in Exponential Form	log of x=3.2	$\log (x) = 3.2$
34657	Write in Exponential Form	log of x=32	$\log (x) = 32$
34658	Write in Exponential Form	log of x+12=1	$\log (x + 12) = 1$
34659	Write in Exponential Form	N=0.2 log base 4 of V	$N = 0.2 \log_{4} (V)$
34660	Write in Exponential Form	t=3/2* log of 5906-3.263	$t = \frac{3}{2} \cdot \log (5906) - 3.263$
34661	Write in Exponential Form	x log base 2 of x-4(x-2)=3	$x \log_{2} (x - 4) (x - 2) = 3$
34662	Write in Exponential Form	x=(-3 natural log of 62+ natural log of 7)/( natural log of 62-2 natural log of 7)	$x = \frac{- 3 \ln (62) + \ln (7)}{\ln (62) - 2 \ln (7)}$
34663	Write in Exponential Form	x=e^(( natural log of 4* natural log of 7)/( natural log of 7+ natural log of 4))	$x = e^{\frac{\ln (4) \cdot \ln (7)}{\ln (7) + \ln (4)}}$
34664	Write in Exponential Form	x = log of (1/8)^2	$x = \log ({(\frac{1}{8})}^{2})$
34665	Write in Exponential Form	x = square root of - natural log of 77	$x = \sqrt{- \ln (77)}$
34666	Write in Exponential Form	x = natural log of ( square root of 3)/2	$x = \ln (\frac{\sqrt{3}}{2})$
34667	Write in Exponential Form	y = log base 2 of 16	$y = \log_{2} (16)$
34668	Write in Exponential Form	y = log base 2 of x-4	$y = \log_{2} (x - 4)$
34669	Write in Exponential Form	y = log base 3 of 243	$y = \log_{3} (243)$
34670	Write in Exponential Form	y = log base 3 of x-8	$y = \log_{3} (x - 8)$
34671	Write in Exponential Form	y = log base 49 of 7	$y = \log_{49} (7)$
34672	Write in Exponential Form	y = log base 5 of 2	$y = \log_{5} (2)$
34673	Write in Exponential Form	y = log base 5 of x-1+4	$y = \log_{5} (x - 1) + 4$
34674	Write in Exponential Form	y = natural log of 1/(e^2)	$y = \ln (\frac{1}{e^{2}})$
34675	Write in Exponential Form	y = natural log of -x^2-3	$y = \ln (- x^{2} - 3)$
34676	Write in Exponential Form	y = natural log of x-5	$y = \ln (x - 5)$
34677	Write in Exponential Form	y = log of (((x-2)(x+3))^(1/2))/((3x-5)^3)	$y = \log (\frac{{((x - 2) (x + 3))}^{\frac{1}{2}}}{{(3 x - 5)}^{3}})$
34678	Write in Exponential Form	(2x-1) natural log of 10 = natural log of 145	$(2 x - 1) \ln (10) = \ln (145)$
34679	Write in Exponential Form	(3x-8) natural log of 10=(5-x) natural log of 2	$(3 x - 8) \ln (10) = (5 - x) \ln (2)$
34680	Write in Exponential Form	(4.6) natural log of x=3.1	$(4.6) \ln (x) = 3.1$
34681	Write in Exponential Form	0.8=- log of x	$0.8 = - \log (x)$
34682	Write in Exponential Form	( log of x^3+ log of x^4)/( log of 50x)=4	$\frac{\log (x^{3}) + \log (x^{4})}{\log (50 x)} = 4$
34683	Write in Exponential Form	( log of z)^2 = log of z^5	$\log^{2} (z) = \log (z^{5})$
34684	Write in Exponential Form	( log base 4 of x-5)/( log base 4 of 2x-5)=1	$\frac{\log_{4} (x - 5)}{\log_{4} (2 x - 5)} = 1$
34685	Write in Exponential Form	1/2* log base 2 of x=3 log base 2 of 5	$\frac{1}{2} \cdot \log_{2} (x) = 3 \log_{2} (5)$
34686	Write in Exponential Form	1/2* log base 7 of x=3 log base 7 of 5	$\frac{1}{2} \cdot \log_{7} (x) = 3 \log_{7} (5)$
34687	Write in Exponential Form	10^( log base 5 of 2-x)=10^( log base 5 of -5x+6)	$10^{\log_{5} (2 - x)} = 10^{\log_{5} (- 5 x + 6)}$
34688	Write in Exponential Form	3^(2/( log base 6 of x))=1/81	$3^{\frac{2}{\log_{6} (x)}} = \frac{1}{81}$
34689	Write in Exponential Form	3^(2 log base 3 of x-1)=81	$3^{2 \log_{3} (x - 1)} = 81$
34690	Write in Exponential Form	5^(1/( natural log of 5))=x	$5^{\frac{1}{\ln (5)}} = x$
34691	Write in Exponential Form	6^( log base 3 of x)=36	$6^{\log_{3} (x)} = 36$
34692	Write in Exponential Form	7^( log base 3 of x)=49	$7^{\log_{3} (x)} = 49$
34693	Write in Exponential Form	7^( log base 7 of 2x)=2x	$7^{\log_{7} (2 x)} = 2 x$
34694	Write in Exponential Form	7^( log base x of 7)=x	$7^{\log_{x} (7)} = x$
34695	Write in Exponential Form	8^( log base 3 of x)=64	$8^{\log_{3} (x)} = 64$
34696	Write in Exponential Form	9^( log base 8 of 19)=x	$9^{\log_{8} (19)} = x$
34697	Write in Exponential Form	a^( log base a of M)=M	$a^{\log_{a} (M)} = M$
34698	Write in Exponential Form	e^(n/125)=e^( natural log of 16000)	$e^{\frac{n}{125}} = e^{\ln (16000)}$
34699	Write in Exponential Form	e^( natural log of square root of x)=y	$e^{\ln (\sqrt{x})} = y$
34700	Find the Foci	((x+2)^2)/144-((y-4)^2)/81=1	$\frac{{(x + 2)}^{2}}{144} - \frac{{(y - 4)}^{2}}{81} = 1$