Mathway | Popular Problems

Popular Problems

Rank	Topic	Problem	Formatted Problem
36101	Solve for v	7=v/11.2	$7 = \frac{v}{11.2}$
36102	Solve for v	7v+5=3v-11	$7 v + 5 = 3 v - 11$
36103	Solve for v	8.3(v-3.1)=-37.35	$8.3 (v - 3.1) = - 37.35$
36104	Solve for y	8v-4y=-8	$8 v - 4 y = - 8$
36105	Solve for v	9.2(v+6.4)=132.48	$9.2 (v + 6.4) = 132.48$
36106	Solve for v	9v-1/4+5v+6/3=37	$9 v - \frac{1}{4} + 5 v + \frac{6}{3} = 37$
36107	Solve for t	d=vt+at^2	$d = v t + a t^{2}$
36108	Solve for p	i=ipv	$i =$ ipv
36109	Solve for t	1000(e)^(0.09t)=5000	$1000 {(e)}^{0.09 t} = 5000$
36110	Solve for t	(16.5+3t)/3=(0.9-t)/-5	$\frac{16.5 + 3 t}{3} = \frac{0.9 - t}{- 5}$
36111	Solve for t	(2(t-4))/3=8	$\frac{2 (t - 4)}{3} = 8$
36112	Solve for t	2/5+1/2t=1/5	$\frac{2}{5} + \frac{1}{2} t = \frac{1}{5}$
36113	Solve for t	-2/8t-2/5=1/8t+3/5	$- \frac{2}{8} t - \frac{2}{5} = \frac{1}{8} t + \frac{3}{5}$
36114	Solve for t	2=2^(-0.16t)	$2 = 2^{- 0.16 t}$
36115	Solve for t	3/2t=90	$\frac{3}{2} t = 90$
36116	Solve for t	3/5+1/3t=2/5	$\frac{3}{5} + \frac{1}{3} t = \frac{2}{5}$
36117	Solve for t	3/5t-1/10t=t-5/2	$\frac{3}{5} t - \frac{1}{10} t = t - \frac{5}{2}$
36118	Solve for t	3/7+t=20/21	$\frac{3}{7} + t = \frac{20}{21}$
36119	Solve for q	-q/3=72	$- \frac{q}{3} = 72$
36120	Solve for q	q^2+2q+7=-q+25	$q^{2} + 2 q + 7 = - q + 25$
36121	Solve for q	q^2-5q=0	$q^{2} - 5 q = 0$
36122	Solve for q	q^2-7q+4=0	$q^{2} - 7 q + 4 = 0$
36123	Solve for q	square root of q+10*q=10-q	$\sqrt{q + 10} \cdot q = 10 - q$
36124	Solve for Q	0=-67.8558Q(-0.8239+0.0021Q)	$0 = - 67.8558 Q (- 0.8239 + 0.0021 Q)$
36125	Solve for q	-2.3q+16=5q-38	$- 2.3 q + 16 = 5 q - 38$
36126	Solve for q	-2=-10q-(-8q+1)	$- 2 = - 10 q - (- 8 q + 1)$
36127	Solve for t	(4(t-1))/8=(2(t+3))/8	$\frac{4 (t - 1)}{8} = \frac{2 (t + 3)}{8}$
36128	Solve for t	4/5+1/2t=3/5	$\frac{4}{5} + \frac{1}{2} t = \frac{3}{5}$
36129	Solve for t	4/5t-2=6	$\frac{4}{5} t - 2 = 6$
36130	Solve for t	4/5t-9=3	$\frac{4}{5} t - 9 = 3$
36131	Solve for t	4^(2t-7)=64	$4^{2 t - 7} = 64$
36132	Solve for t	5/10=(10(1-e^(-0.2t)))/10	$\frac{5}{10} = \frac{10 (1 - e^{- 0.2 t})}{10}$
36133	Solve for t	5/11t-2=16/11	$\frac{5}{11} t - 2 = \frac{16}{11}$
36134	Solve for t	5^t=625	$5^{t} = 625$
36135	Solve for t	50/230=9/250t	$\frac{50}{230} = \frac{9}{250} t$
36136	Solve for t	629/24=26/5t	$\frac{629}{24} = \frac{26}{5} t$
36137	Solve for t	8/(t-7)=3-4/(t-7)	$\frac{8}{t - 7} = 3 - \frac{4}{t - 7}$
36138	Solve for t	-80/t=8	$\frac{- 80}{t} = 8$
36139	Solve for y	q/t=u/y	$\frac{q}{t} = \frac{u}{y}$
36140	Solve for t	t/10=30/100	$\frac{t}{10} = \frac{30}{100}$
36141	Solve for t	2t^2+3t-7=0	$2 t^{2} + 3 t - 7 = 0$
36142	Solve for t	t/14=21/28	$\frac{t}{14} = \frac{21}{28}$
36143	Solve for t	t/2+14=22	$\frac{t}{2} + 14 = 22$
36144	Solve for t	t/7+4=7	$\frac{t}{7} + 4 = 7$
36145	Solve for t	t/(t-1)=2/(t-1)+2	$\frac{t}{t - 1} = \frac{2}{t - 1} + 2$
36146	Solve for t	t/(t-2)+3/(t+2)=8/(t^2-4)	$\frac{t}{t - 2} + \frac{3}{t + 2} = \frac{8}{t^{2} - 4}$
36147	Solve for t	t^(2/3)=8	$t^{\frac{2}{3}} = 8$
36148	Solve for t	t^2+3t-54=0	$t^{2} + 3 t - 54 = 0$
36149	Solve for t	t^2=81/100	$t^{2} = \frac{81}{100}$
36150	Solve for t	t^2-49=0	$t^{2} - 49 = 0$
36151	Solve for t	t^2-4t=0	$t^{2} - 4 t = 0$
36152	Solve for t	t^2-8t-20=0	$t^{2} - 8 t - 20 = 0$
36153	Solve for t	t^2-9t-7=0	$t^{2} - 9 t - 7 = 0$
36154	Solve for k	14+4k=2-2k	$14 + 4 k = 2 - 2 k$
36155	Solve for t	0.0016=4^(-0.056t)	$0.0016 = 4^{- 0.056 t}$
36156	Solve for t	0.8t=120	$0.8 t = 120$
36157	Solve for t	0=-4.9(t-1.25)^2+9	$0 = - 4.9 {(t - 1.25)}^{2} + 9$
36158	Solve for t	0=0+15t+0.5(-9.81)t^2	$0 = 0 + 15 t + 0.5 \cdot (- 9.81) \cdot t^{2}$
36159	Solve for t	0=1.4t^2-5t+2.8	$0 = 1.4 t^{2} - 5 t + 2.8$
36160	Solve for t	0=-16t^2+168	$0 = - 16 t^{2} + 168$
36161	Solve for t	0=-16t^2+400	$0 = - 16 t^{2} + 400$
36162	Solve for t	0=-319488te^(-1.192t)	$0 = - 319488 t e^{- 1.192 t}$
36163	Solve for t	0=sin(t)-2t-2	$0 = \sin (t) - 2 t - 2$
36164	Solve for t	103+30t=430	$10 \cdot 3 + 30 \cdot t = 430$
36165	Solve for t	10*t=30.7524	$10 \cdot t = 30.7524$
36166	Solve for t	1000=19841(0.88)^t	$1000 = 19841 {(0.88)}^{t}$
36167	Solve for t	1000=500e^(0.04t)	$1000 = 500 e^{0.04 t}$
36168	Solve for t	(11t)/28-t/4=1	$\frac{11 t}{28} - \frac{t}{4} = 1$
36169	Solve for t	11-t-7=0	$11 - t - 7 = 0$
36170	Solve for t	1240=220t	$1240 = 220 t$
36171	Solve for t	12-6t=4	$12 - 6 t = 4$
36172	Solve for t	12-t=16+3t	$12 - t = 16 + 3 t$
36173	Solve for t	13000=6500(1+0.037/4)^(4(t))	$13000 = 6500 {(1 + \frac{0.037}{4})}^{4 (t)}$
36174	Solve for y	-13t+29y=17	$- 13 t + 29 y = 17$
36175	Solve for t	14=t-2	$14 = t - 2$
36176	Solve for t	15000=19841(0.88)^t	$15000 = 19841 {(0.88)}^{t}$
36177	Solve for t	16t^2+21t+42=0	$16 t^{2} + 21 t + 42 = 0$
36178	Solve for t	18.65+12.5*t=1.4-t	$18.65 + 12.5 \cdot t = 1.4 - t$
36179	Solve for t	18t^2=30t	$18 t^{2} = 30 t$
36180	Solve for t	-18=-15t	$- 18 = - 15 t$
36181	Solve for t	1800=900(1+0.09/900)^(900t)	$1800 = 900 {(1 + \frac{0.09}{900})}^{900 t}$
36182	Solve for t	1-t=3	$1 - t = 3$
36183	Solve for t	2(6) = square root of 8.4^2+9.8^2t	$2 (6) = \sqrt{{8.4}^{2} + {9.8}^{2} t}$
36184	Solve for t	2000(1+0.06/12)^(12t)=10000	$2000 {(1 + \frac{0.06}{12})}^{12 t} = 10000$
36185	Solve for t	240÷t=20	$240 \div t = 20$
36186	Solve for t	2t-4=0+t	$2 t - 4 = 0 + t$
36187	Solve for t	3(t+2)+1=8	$3 (t + 2) + 1 = 8$
36188	Solve for t	3 3/8ton=lb	$3 \frac{3}{8} \cdot tons = lbs$
36189	Solve for t	3t^2-6t=-4	$3 t^{2} - 6 t = - 4$
36190	Solve for t	-3=t/3-5	$- 3 = \frac{t}{3} - 5$
36191	Solve for t	300=4.9t^2+5t	$300 = 4.9 t^{2} + 5 t$
36192	Solve for t	36t+((h-g)/t)=d	$36 t + (\frac{h - g}{t}) = d$
36193	Solve for t	3t+7=-8	$3 t + 7 = - 8$
36194	Solve for t	3t=d(5-t)	$3 t = d (5 - t)$
36195	Solve for t	3t-0.78=1.2+2t	$3 t - 0.78 = 1.2 + 2 t$
36196	Solve for t	3t-5t=8	$3 t - 5 t = 8$
36197	Solve for t	-3t-8+7t=34+9t-2	$- 3 t - 8 + 7 t = 34 + 9 t - 2$
36198	Solve for t	4(t-2)-(t+2)=5	$4 (t - 2) - (t + 2) = 5$
36199	Solve for t	4(t-2)+8t=6(2t+5)-13	$4 (t - 2) + 8 t = 6 (2 t + 5) - 13$
36200	Solve for t	4.2*t=39.06	$4.2 \cdot t = 39.06$