Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
35401	Solve for c	c=25p+175	$c = 25 p + 175$ $c = 25 p + 175$
35402	Solve for P	natural log of 1-P=-0.0033-0.0051*60	$\ln (1 - P) = - 0.0033 - 0.0051 \cdot 60$ $\ln (1 - P) = - 0.0033 - 0.0051 \cdot 60$
35403	Solve for P	P(25)=(20^25e^-20)/(25(25-1)(25-2)32*1)	$P (25) = \frac{20^{25} e^{- 20}}{25 (25 - 1) (25 - 2) \cdot 3 \cdot 2 \cdot 1}$ $P (25) = \frac{20^{25} e^{- 20}}{25 (25 - 1) (25 - 2) \cdot 3 \cdot 2 \cdot 1}$
35404	Solve for P	P(40)=310(1.0097)^40	$P (40) = 310 {(1.0097)}^{40}$ $P (40) = 310 {(1.0097)}^{40}$
35405	Solve for y	p(-7)=y^3-y	$p (- 7) = y^{3} - y$ $p (- 7) = y^{3} - y$
35406	Solve for p	p-4^4 square root of p-5=0	$p - 4^{4} \sqrt{p} - 5 = 0$ $p - 4^{4} \sqrt{p} - 5 = 0$
35407	Solve for p	p+q+2r=1	$p + q + 2 r = 1$ $p + q + 2 r = 1$
35408	Solve for p	p=315-4p+3p-75	$p = 315 - 4 p + 3 p - 75$ $p = 315 - 4 p + 3 p - 75$
35409	Solve for p	p=(18+1)(447.45)-632.33	$p = (18 + 1) (447.45) - 632.33$ $p = (18 + 1) (447.45) - 632.33$
35410	Solve for p	p=15000/((1+0.0775)^5)	$p = \frac{15000}{{(1 + 0.0775)}^{5}}$ $p = \frac{15000}{{(1 + 0.0775)}^{5}}$
35411	Solve for p	p=220/(1+12e^(-0.51*6))	$p = \frac{220}{1 + 12 e^{- 0.51 \cdot 6}}$ $p = \frac{220}{1 + 12 e^{- 0.51 \cdot 6}}$
35412	Solve for p	p=3/m	$p = \frac{3}{m}$ $p = \frac{3}{m}$
35413	Solve for t	p=(3-2t)/(4+t)	$p = \frac{3 - 2 t}{4 + t}$ $p = \frac{3 - 2 t}{4 + t}$
35414	Solve for r	2r-3.1=1.7	$2 r - 3.1 = 1.7$ $2 r - 3.1 = 1.7$
35415	Solve for r	3r^2=5-r	$3 r^{2} = 5 - r$ $3 r^{2} = 5 - r$
35416	Solve for r	3r^2-16r-7=5	$3 r^{2} - 16 r - 7 = 5$ $3 r^{2} - 16 r - 7 = 5$
35417	Solve for r	30.2=0.02165e^(r(43))	$30.2 = 0.02165 e^{r (43)}$ $30.2 = 0.02165 e^{r (43)}$
35418	Solve for r	-324=-4r^4	$- 324 = - 4 r^{4}$ $- 324 = - 4 r^{4}$
35419	Solve for r	33=5r+3	$33 = 5 r + 3$ $33 = 5 r + 3$
35420	Solve for r	343.20=1650.0r6.5	$343.2 = 1650 \cdot r \cdot 6.5$ $343.2 = 1650 \cdot r \cdot 6.5$
35421	Solve for r	3627.00=3600(1+r(0.25))	$3627 = 3600 (1 + r (0.25))$ $3627 = 3600 (1 + r (0.25))$
35422	Solve for r	3r=81	$3 r = 81$ $3 r = 81$
35423	Solve for r	3r-4=11	$3 r - 4 = 11$ $3 r - 4 = 11$
35424	Solve for r	4(r-3)=8	$4 (r - 3) = 8$ $4 (r - 3) = 8$
35425	Solve for r	-4r^2+5r-6=2	$- 4 r^{2} + 5 r - 6 = 2$ $- 4 r^{2} + 5 r - 6 = 2$
35426	Solve for r	-4=-11r	$- 4 = - 11 r$ $- 4 = - 11 r$
35427	Solve for n	6/10=0.9/n	$\frac{6}{10} = \frac{0.9}{n}$ $\frac{6}{10} = \frac{0.9}{n}$
35428	Solve for r	40=(2000(r)*1)/2	$40 = \frac{2000 (r) \cdot 1}{2}$ $40 = \frac{2000 (r) \cdot 1}{2}$
35429	Solve for r	5=r/7	$5 = \frac{r}{7}$ $5 = \frac{r}{7}$
35430	Solve for r	6-(-5r)=5r-3	$6 - (- 5 r) = 5 r - 3$ $6 - (- 5 r) = 5 r - 3$
35431	Solve for r	6=r/8	$6 = \frac{r}{8}$ $6 = \frac{r}{8}$
35432	Solve for r	600=r*120	$600 = r \cdot 120$ $600 = r \cdot 120$
35433	Solve for r	-6r+1=-17	$- 6 r + 1 = - 17$ $- 6 r + 1 = - 17$
35434	Solve for r	2r+12r^2=14r	$2 r + 12 r^{2} = 14 r$ $2 r + 12 r^{2} = 14 r$
35435	Solve for R	6R=R+5R	$6 R = R + 5 R$ $6 R = R + 5 R$
35436	Solve for r	(7r)/3=7	$\frac{7 r}{3} = 7$ $\frac{7 r}{3} = 7$
35437	Solve for R	7250=5100(1+R)^120	$7250 = 5100 {(1 + R)}^{120}$ $7250 = 5100 {(1 + R)}^{120}$
35438	Solve for r	7-3r=r-4(2+r)	$7 - 3 r = r - 4 (2 + r)$ $7 - 3 r = r - 4 (2 + r)$
35439	Solve for f	f=b/(1/r+c)	$f = \frac{b}{\frac{1}{r} + c}$ $f = \frac{b}{\frac{1}{r} + c}$
35440	Solve for p	p=pr^2	$p = p r^{2}$ $p = p r^{2}$
35441	Solve for r	r=0.25*208	$r = 0.25 \cdot 208$ $r = 0.25 \cdot 208$
35442	Solve for r	r=(400/250)^(1/5)	$r = {(\frac{400}{250})}^{\frac{1}{5}}$ $r = {(\frac{400}{250})}^{\frac{1}{5}}$
35443	Solve for r	r=0.7/2	$r = \frac{0.7}{2}$ $r = \frac{0.7}{2}$
35444	Solve for r	r=7.03/3.14	$r = \frac{7.03}{3.14}$ $r = \frac{7.03}{3.14}$
35445	Solve for r	r=ui	$r = u i$ $r = u i$
35446	Solve for r	r-2=6	$r - 2 = 6$ $r - 2 = 6$
35447	Solve for r	I=prt	$I = p r t$ $I = p r t$
35448	Solve for r	r-6=33	$r - 6 = 33$ $r - 6 = 33$
35449	Solve for t	t=2r+2t	$t = 2 r + 2 t$ $t = 2 r + 2 t$
35450	Solve for y	y=-3/2r-2	$y = - \frac{3}{2} r - 2$ $y = - \frac{3}{2} r - 2$
35451	Solve for s	(10-6s)-8s=2+4s	$(10 - 6 s) - 8 s = 2 + 4 s$ $(10 - 6 s) - 8 s = 2 + 4 s$
35452	Solve for s	(s-2)(s-9)=4	$(s - 2) (s - 9) = 4$ $(s - 2) (s - 9) = 4$
35453	Solve for y	(s+a)^2+(y+b)^2=r^2	${(s + a)}^{2} + {(y + b)}^{2} = r^{2}$ ${(s + a)}^{2} + {(y + b)}^{2} = r^{2}$
35454	Solve for s	((s-1)^2)/s=2+1/s	$\frac{{(s - 1)}^{2}}{s} = 2 + \frac{1}{s}$ $\frac{{(s - 1)}^{2}}{s} = 2 + \frac{1}{s}$
35455	Solve for s	\|8s-1\|+2=13	$\| 8 s - 1 \| + 2 = 13$ $\| 8 s - 1 \| + 2 = 13$
35456	Solve for s	1/4*(60+16s)=15+4s	$\frac{1}{4} \cdot (60 + 16 s) = 15 + 4 s$ $\frac{1}{4} \cdot (60 + 16 s) = 15 + 4 s$
35457	Solve for s	-10/s=-20/(s-5)	$\frac{- 10}{s} = \frac{- 20}{s - 5}$ $\frac{- 10}{s} = \frac{- 20}{s - 5}$
35458	Solve for s	10^-3.29=s	$10^{- 3.29} = s$ $10^{- 3.29} = s$
35459	Solve for s	(2s)/5-s/3=3	$\frac{2 s}{5} - \frac{s}{3} = 3$ $\frac{2 s}{5} - \frac{s}{3} = 3$
35460	Solve for s	(3+4s)/2=2 square root of 1+s	$\frac{3 + 4 s}{2} = 2 \sqrt{1 + s}$ $\frac{3 + 4 s}{2} = 2 \sqrt{1 + s}$
35461	Solve for s	5/6-2/3s=3/4	$\frac{5}{6} - \frac{2}{3} s = \frac{3}{4}$ $\frac{5}{6} - \frac{2}{3} s = \frac{3}{4}$
35462	Solve for s	s/3=2	$\frac{s}{3} = 2$ $\frac{s}{3} = 2$
35463	Solve for s	s/-4=6	$\frac{s}{- 4} = 6$ $\frac{s}{- 4} = 6$
35464	Solve for s	s^2=20	$s^{2} = 20$ $s^{2} = 20$
35465	Solve for s	s^2-14s+74=0	$s^{2} - 14 s + 74 = 0$ $s^{2} - 14 s + 74 = 0$
35466	Solve for s	s^2-3s-10=0	$s^{2} - 3 s - 10 = 0$ $s^{2} - 3 s - 10 = 0$
35467	Solve for s	s^2-6s-40=0	$s^{2} - 6 s - 40 = 0$ $s^{2} - 6 s - 40 = 0$
35468	Solve for s	s^4-2^2=0	$s^{4} - 2^{2} = 0$ $s^{4} - 2^{2} = 0$
35469	Solve for s	Q=R+Rst	$Q = R + R s t$ $Q = R + R s t$
35470	Solve for s	-0.48s=-2.064	$- 0.48 s = - 2.064$ $- 0.48 s = - 2.064$
35471	Solve for s	-11+s=13-s	$- 11 + s = 13 - s$ $- 11 + s = 13 - s$
35472	Solve for s	12.50+6s=71.00	$12.5 + 6 s = 71$ $12.5 + 6 s = 71$
35473	Solve for s	12=10-3/(2s-(-4))	$12 = 10 - \frac{3}{2 s - (- 4)}$ $12 = 10 - \frac{3}{2 s - (- 4)}$
35474	Solve for s	162=16s	$162 = 16 s$ $162 = 16 s$
35475	Solve for s	2(s+1)=4	$2 (s + 1) = 4$ $2 (s + 1) = 4$
35476	Solve for s	2(s+5)=-4	$2 (s + 5) = - 4$ $2 (s + 5) = - 4$
35477	Solve for s	2.8s=-9.24	$2.8 s = - 9.24$ $2.8 s = - 9.24$
35478	Solve for s	2+2s=5-s	$2 + 2 s = 5 - s$ $2 + 2 s = 5 - s$
35479	Solve for s	2s+3/2=2s+2	$2 s + \frac{3}{2} = 2 s + 2$ $2 s + \frac{3}{2} = 2 s + 2$
35480	Solve for s	2s+1=0	$2 s + 1 = 0$ $2 s + 1 = 0$
35481	Solve for s	365=s-5	$365 = s - 5$ $365 = s - 5$
35482	Solve for s	3s+4(20.75)=123	$3 s + 4 (20.75) = 123$ $3 s + 4 (20.75) = 123$
35483	Solve for s	4-5(s+1)=7	$4 - 5 (s + 1) = 7$ $4 - 5 (s + 1) = 7$
35484	Solve for s	4 1/2*s=-30	$4 \frac{1}{2} \cdot s = - 30$ $4 \frac{1}{2} \cdot s = - 30$
35485	Solve for s	4(s+1)=-20	$4 (s + 1) = - 20$ $4 (s + 1) = - 20$
35486	Solve for S	4S^2-7=0	$4 S^{2} - 7 = 0$ $4 S^{2} - 7 = 0$
35487	Solve for S	4 square root of S-1=3	$4 \sqrt{S} - 1 = 3$ $4 \sqrt{S} - 1 = 3$
35488	Solve for s	4s=1/2	$4 s = \frac{1}{2}$ $4 s = \frac{1}{2}$
35489	Solve for s	4s+1/3-6s=-3/4	$4 s + \frac{1}{3} - 6 s = - \frac{3}{4}$ $4 s + \frac{1}{3} - 6 s = - \frac{3}{4}$
35490	Solve for s	5(2+s)=8s	$5 (2 + s) = 8 s$ $5 (2 + s) = 8 s$
35491	Solve for s	5.9=1.1-s+2.2s	$5.9 = 1.1 - s + 2.2 s$ $5.9 = 1.1 - s + 2.2 s$
35492	Solve for s	6s(5s-6)(6s-1)=0	$6 s (5 s - 6) (6 s - 1) = 0$ $6 s (5 s - 6) (6 s - 1) = 0$
35493	Solve for s	7s^2-7s=0	$7 s^{2} - 7 s = 0$ $7 s^{2} - 7 s = 0$
35494	Solve for y	8 3/4+3 2/3+6 5/6=simplify	$8 \frac{3}{4} + 3 \frac{2}{3} + 6 \frac{5}{6} =$ $8 \frac{3}{4} + 3 \frac{2}{3} + 6 \frac{5}{6} =$ simplify
35495	Solve for S	8÷s=2	$8 \div s = 2$ $8 \div s = 2$
35496	Solve for s	-92=7+9s	$- 92 = 7 + 9 s$ $- 92 = 7 + 9 s$
35497	Solve for y	B=ys+y	$B = y s + y$ $B = y s + y$
35498	Solve for P	P=1-C/S	$P = 1 - \frac{C}{S}$ $P = 1 - \frac{C}{S}$
35499	Solve for s	s=-43-0.4*80+3(55.71)	$s = - 43 - 0.4 \cdot 80 + 3 (55.71)$ $s = - 43 - 0.4 \cdot 80 + 3 (55.71)$
35500	Solve for S	S(1.49+0.59+0.49)=0.36	$S (1.49 + 0.59 + 0.49) = 0.36$ $S (1.49 + 0.59 + 0.49) = 0.36$