Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
38301	Write in Exponential Form	log base 6 of 6^0.2=x	$\log_{6} (6^{0.2}) = x$
38302	Write in Exponential Form	log base 6 of 6^2=x	$\log_{6} (6^{2}) = x$
38303	Write in Exponential Form	log base 6 of 6^8=x	$\log_{6} (6^{8}) = x$
38304	Write in Exponential Form	log base 6 of -m^2+5m = log base 6 of 24-2m^2	$\log_{6} (- m^{2} + 5 m) = \log_{6} (24 - 2 m^{2})$
38305	Write in Exponential Form	log base 6 of 10x-11+ log of x=1	$\log_{6} (10 x - 11) + \log (x) = 1$
38306	Write in Exponential Form	log base 6 of 18- log base 6 of x-3 = log base 6 of 3	$\log_{6} (18) - \log_{6} (x - 3) = \log_{6} (3)$
38307	Write in Exponential Form	log base 6 of 2x log base 6 of x-2=1	$\log_{6} (2 x) \log_{6} (x - 2) = 1$
38308	Write in Exponential Form	log base 6 of 2x-3 = log base 6 of x+2	$\log_{6} (2 x - 3) = \log_{6} (x + 2)$
38309	Write in Exponential Form	log base 6 of 3x^2+ log base 6 of 8=1	$\log_{6} (3 x^{2}) + \log_{6} (8) = 1$
38310	Write in Exponential Form	log base 6 of 3x-1=4	$\log_{6} (3 x - 1) = 4$
38311	Write in Exponential Form	log base 6 of 3x-5+ log base 6 of 2x-3 = log base 6 of 1	$\log_{6} (3 x - 5) + \log_{6} (2 x - 3) = \log_{6} (1)$
38312	Write in Exponential Form	log base 6 of 5x+6=3- log base 6 of x	$\log_{6} (5 x + 6) = 3 - \log_{6} (x)$
38313	Write in Exponential Form	log base 6 of 5x-4=2	$\log_{6} (5 x - 4) = 2$
38314	Write in Exponential Form	log base 6 of 6x=2	$\log_{6} (6 x) = 2$
38315	Write in Exponential Form	log base 6 of 90=4x	$\log_{6} (90) = 4 x$
38316	Write in Exponential Form	log base 6 of x- log base 6 of x-4=1	$\log_{6} (x) - \log_{6} (x - 4) = 1$
38317	Write in Exponential Form	log base 6 of x+ log base 6 of 2x-1 = log base 6 of 3	$\log_{6} (x) + \log_{6} (2 x - 1) = \log_{6} (3)$
38318	Write in Exponential Form	log base 5 of x = log base 5 of 1/2	$\log_{5} (x) = \log_{5} (\frac{1}{2})$
38319	Convert to Interval Notation	x^3+9x^2-x-9>=0	$x^{3} + 9 x^{2} - x - 9 \geq 0$
38320	Write in Exponential Form	log base 5 of square root of 125=x	$\log_{5} (\sqrt{125}) = x$
38321	Write in Exponential Form	log base 5 of cube root of 25=(1/3) log base 5 of 25	$\log_{5} (\sqrt[3]{25}) = (\frac{1}{3}) \log_{5} (25)$
38322	Write in Exponential Form	log base 5 of 4x-7+ log base 5 of x-5=4	$\log_{5} (4 x - 7) + \log_{5} (x - 5) = 4$
38323	Write in Exponential Form	log base 5 of 5x-5- log base 5 of x+1=2	$\log_{5} (5 x - 5) - \log_{5} (x + 1) = 2$
38324	Write in Exponential Form	log base 5 of 625=4x+7	$\log_{5} (625) = 4 x + 7$
38325	Write in Exponential Form	log base 5 of 625=5x+1	$\log_{5} (625) = 5 x + 1$
38326	Write in Exponential Form	log base 5 of 625=n	$\log_{5} (625) = n$
38327	Write in Exponential Form	log base 5 of 6x-1=2	$\log_{5} (6 x - 1) = 2$
38328	Write in Exponential Form	log base 5 of 6x-5=4	$\log_{5} (6 x - 5) = 4$
38329	Write in Exponential Form	log base 5 of 6x-7=1	$\log_{5} (6 x - 7) = 1$
38330	Write in Exponential Form	log base 5 of c+32- log base 5 of c+5 = log base 5 of c	$\log_{5} (c + 32) - \log_{5} (c + 5) = \log_{5} (c)$
38331	Write in Exponential Form	log base 5 of t+14- log base 5 of t+6 = log base 5 of t	$\log_{5} (t + 14) - \log_{5} (t + 6) = \log_{5} (t)$
38332	Write in Exponential Form	log base 5 of x+ log base 5 of 2x+5 = log base 5 of 12	$\log_{5} (x) + \log_{5} (2 x + 5) = \log_{5} (12)$
38333	Write in Exponential Form	log base 4 of w=-2	$\log_{4} (w) = - 2$
38334	Convert to Interval Notation	x-15/x<-2	$x - \frac{15}{x} < - 2$
38335	Write in Exponential Form	log base 5 of x+1=0	$\log_{5} (x + 1) = 0$
38336	Write in Exponential Form	log base 5 of x+10+ log base 5 of x-10=3	$\log_{5} (x + 10) + \log_{5} (x - 10) = 3$
38337	Write in Exponential Form	log base 5 of x+128+ log base 5 of x+8=4	$\log_{5} (x + 128) + \log_{5} (x + 8) = 4$
38338	Write in Exponential Form	log base 5 of x+130+ log base 5 of x+30=5	$\log_{5} (x + 130) + \log_{5} (x + 30) = 5$
38339	Write in Exponential Form	log base 5 of x+15- log base 5 of x-9=2	$\log_{5} (x + 15) - \log_{5} (x - 9) = 2$
38340	Write in Exponential Form	log base 5 of x+20+ log base 5 of x=3	$\log_{5} (x + 20) + \log_{5} (x) = 3$
38341	Write in Exponential Form	log base 9 of 27=3 log base 9 of x	$\log_{9} (27) = 3 \log_{9} (x)$
38342	Write in Exponential Form	log base 9 of 30=x	$\log_{9} (30) = x$
38343	Write in Exponential Form	log base 9 of 5x^2- log base 9 of 5=4	$\log_{9} (5 x^{2}) - \log_{9} (5) = 4$
38344	Write in Exponential Form	log base 9 of 7x- log base 9 of 13+x = log base 9 of 4	$\log_{9} (7 x) - \log_{9} (13 + x) = \log_{9} (4)$
38345	Write in Exponential Form	log base 9 of 9k-6=-7	$\log_{9} (9 k) - 6 = - 7$
38346	Write in Exponential Form	log base 9 of x^4-3 = log base 9 of 13	$\log_{9} (x^{4} - 3) = \log_{9} (13)$
38347	Write in Exponential Form	log base 9 of 15x = log base 6 of 5x	$\log_{9} (15 x) = \log_{6} (5 x)$
38348	Write in Exponential Form	log base 81 of x=1/2	$\log_{81} (x) = \frac{1}{2}$
38349	Write in Exponential Form	log base 81 of x=1/4	$\log_{81} (x) = \frac{1}{4}$
38350	Write in Exponential Form	log base 9 of 1/27=x	$\log_{9} (\frac{1}{27}) = x$
38351	Write in Exponential Form	log base 9 of x^2+7 = log base 9 of 43	$\log_{9} (x^{2} + 7) = \log_{9} (43)$
38352	Write in Exponential Form	log base 8 of x+4 = log base 8 of 3-x	$\log_{8} (x + 4) = \log_{8} (3 - x)$
38353	Write in Exponential Form	log base 8 of x=5/3	$\log_{8} (x) = \frac{5}{3}$
38354	Write in Exponential Form	log base 8 of x = log base 8 of x-1- log base 8 of 2	$\log_{8} (x) = \log_{8} (x - 1) - \log_{8} (2)$
38355	Write in Exponential Form	log base 8 of 6x+1+ log base 8 of x=1/3	$\log_{8} (6 x + 1) + \log_{8} (x) = \frac{1}{3}$
38356	Factor	x^3+6x^2-32	$x^{3} + 6 x^{2} - 32$
38357	Write in Exponential Form	log base 7 of x+4 = log base 7 of 14	$\log_{7} (x + 4) = \log_{7} (14)$
38358	Write in Exponential Form	log base 7 of y=2	$\log_{7} (y) = 2$
38359	Write in Exponential Form	log base 8 of 3^x*5^x=0.12	$\log_{8} (3^{x} \cdot 5^{x}) = 0.12$
38360	Write in Exponential Form	log base 8 of x^2-1+ log base 8 of 9 = log base 8 of 72	$\log_{8} (x^{2} - 1) + \log_{8} (9) = \log_{8} (72)$
38361	Write in Exponential Form	log base 8 of 12x+13=3+ log base 8 of 13	$\log_{8} (12 x + 13) = 3 + \log_{8} (13)$
38362	Write in Exponential Form	log base 8 of 2=y	$\log_{8} (2) = y$
38363	Write in Exponential Form	log base 8 of 48+ log base 8 of w = log base 8 of 6	$\log_{8} (48) + \log_{8} (w) = \log_{8} (6)$
38364	Write in Exponential Form	log base 8 of 4x+4=2	$\log_{8} (4 x + 4) = 2$
38365	Write in Exponential Form	log base 8 of 5-12x = log base 8 of 6x-1	$\log_{8} (5 - 12 x) = \log_{8} (6 x - 1)$
38366	Write in Exponential Form	log base 7 of x+ log base 7 of x-2 = log base 7 of 24	$\log_{7} (x) + \log_{7} (x - 2) = \log_{7} (24)$
38367	Write in Exponential Form	log base 7 of x+ log base 7 of x-48=2	$\log_{7} (x) + \log_{7} (x - 48) = 2$
38368	Write in Exponential Form	log base 7 of x = log base 7 of 9	$\log_{7} (x) = \log_{7} (9)$
38369	Write in Exponential Form	log base 7 of x=0	$\log_{7} (x) = 0$
38370	Find the Other Trig Values in Quadrant III	sin(theta)=-5/13	$\sin (θ) = - \frac{5}{13}$
38371	Write in Exponential Form	log base a of x^2+5x+7=0	$\log_{a} (x^{2} + 5 x + 7) = 0$
38372	Write in Exponential Form	log base a of 3=1.6	$\log_{a} (3) = 1.6$
38373	Write in Exponential Form	log base a of 36=2	$\log_{a} (36) = 2$
38374	Write in Exponential Form	log base a of 4=7	$\log_{a} (4) = 7$
38375	Write in Exponential Form	log base a of x-1- log base a of x+6 = log base a of x-2- log base a of x+3	$\log_{a} (x - 1) - \log_{a} (x + 6) = \log_{a} (x - 2) - \log_{a} (x + 3)$
38376	Write in Exponential Form	log base b of 1000=3/2	$\log_{b} (1000) = \frac{3}{2}$
38377	Write in Exponential Form	log base b of 1024=10/9	$\log_{b} (1024) = \frac{10}{9}$
38378	Write in Exponential Form	log base b of 16=2	$\log_{b} (16) = 2$
38379	Write in Exponential Form	log base 9 of x-5+ log base 9 of x-5=1	$\log_{9} (x - 5) + \log_{9} (x - 5) = 1$
38380	Write in Exponential Form	log base 9 of y=12	$\log_{9} (y) = 12$
38381	Write in Exponential Form	log base 9 of x+9 = log base 9 of 10	$\log_{9} (x + 9) = \log_{9} (10)$
38382	Find the Asymptotes	(y^2)/64-(x^2)/256=1	$\frac{y^{2}}{64} - \frac{x^{2}}{256} = 1$
38383	Write in Exponential Form	log base 9 of x+3 log base 3 of x=14	$\log_{9} (x) + 3 \log_{3} (x) = 14$
38384	Write in Exponential Form	log base 9 of x=1- log base 9 of x-8	$\log_{9} (x) = 1 - \log_{9} (x - 8)$
38385	Write in Exponential Form	log base b of 3=1.099	$\log_{b} (3) = 1.099$
38386	Write in Exponential Form	log base b of 32=5	$\log_{b} (32) = 5$
38387	Write in Exponential Form	log base b of 49=2/3	$\log_{b} (49) = \frac{2}{3}$
38388	Write in Exponential Form	log base b of 64=18	$\log_{b} (64) = 18$
38389	Write in Exponential Form	log base b of 64=6	$\log_{b} (64) = 6$
38390	Write in Exponential Form	log base b of 9=-2	$\log_{b} (9) = - 2$
38391	Write in Exponential Form	log base B of X=2/3* log base B of 8+1/2* log base B of 9- log base B of 6	$\log_{B} (X) = \frac{2}{3} \cdot \log_{B} (8) + \frac{1}{2} \cdot \log_{B} (9) - \log_{B} (6)$
38392	Write in Exponential Form	natural log of M = natural log of a-bt+ct^4	$\ln (M) = \ln (a - b t + c t^{4})$
38393	Write in Exponential Form	natural log of M = natural log of d-nx+cx^3	$\ln (M) = \ln (d - n x + c x^{3})$
38394	Write in Exponential Form	log base x of 8=-1	$\log_{x} (8) = - 1$
38395	Convert to Rectangular Coordinates	(-2,(7pi)/3)	$(- 2, \frac{7 π}{3})$
38396	Write in Exponential Form	log base x of 5=1/2	$\log_{x} (5) = \frac{1}{2}$
38397	Write in Exponential Form	log base x of 5=1/3	$\log_{x} (5) = \frac{1}{3}$
38398	Write in Exponential Form	log base x of 5=2	$\log_{x} (5) = 2$
38399	Write in Exponential Form	(x-1)/(3x-1)=( log of 17)/( log of 42)	$\frac{x - 1}{3 x - 1} = \frac{\log (17)}{\log (42)}$
38400	Write in Exponential Form	-0.01=-0.89-0.0592/2 log of 1/x	$- 0.01 = - 0.89 - \frac{0.0592}{2} \log (\frac{1}{x})$