Mathway | Problemi più comuni

Problemi più comuni

Livello	Argomento	Problema	Problema formattato
39101	求解t	t=5850.00/(9000.00*0.05)	$t = \frac{5850}{9000 \cdot 0.05}$
39102	求解t	t = radice quadrata di h/4.9 radice quadrata di 322.91/4.9	$t = \sqrt{\frac{h}{4.9}} \sqrt{\frac{322.91}{4.9}}$
39103	求解t	t=2p radice quadrata di l/g	$t = 2 p \sqrt{\frac{l}{g}}$
39104	求解t	t=50+(66-40)/4	$t = 50 + \frac{66 - 40}{4}$
39105	求解t	t=50+(74-40)/4	$t = 50 + \frac{74 - 40}{4}$
39106	求解t	t=m-n	$t = m - n$
39107	求解t	t-17=5	$t - 17 = 5$
39108	求解t	t-22=-31	$t - 22 = - 31$
39109	求解t	t-26=-21	$t - 26 = - 21$
39110	求解t	t-3 radice quadrata di t+2=0	$t - 3 \sqrt{t} + 2 = 0$
39111	求解t	t-5=11	$t - 5 = 11$
39112	求解t	t-72=-44	$t - 72 = - 44$
39113	求解t	t-9=6	$t - 9 = 6$
39114	求解t	v=4/3*((3.14)(6units)^3)	$v = \frac{4}{3} \cdot ((3.14) {(6 u n i t s)}^{3})$
39115	求解t	v=d/t	$v = \frac{d}{t}$
39116	Aggiungere	1/6+7/16	$\frac{1}{6} + \frac{7}{16}$
39117	求解t	v=(3k)/t	$v = \frac{3 k}{t}$
39118	求解t	y=(1+sin(7t)-4)	$y = (1 + \sin (7 t) - 4)$
39119	求解t	y=t^(2-4t)	$y = t^{2 - 4 t}$
39120	求解t	y=3t+2	$y = 3 t + 2$
39121	求解u	(-7/5u)+4/5=-u-1/3	$(- \frac{7}{5} u) + \frac{4}{5} = - u - \frac{1}{3}$
39122	求解u	(5-u)(5u-7)=0	$(5 - u) (5 u - 7) = 0$
39123	求解u	(u+4)^2=2u+5u-12	${(u + 4)}^{2} = 2 u + 5 u - 12$
39124	求解u	(u-10)^3+48=0	${(u - 10)}^{3} + 48 = 0$
39125	求解u	(u-7)^2-50=0	${(u - 7)}^{2} - 50 = 0$
39126	求解u	( radice quadrata di s^2-5t)/2=3 us	$\frac{\sqrt{s^{2} - 5 t}}{2} = 3$ us
39127	求解u	\|5u+10\|=5	$\| 5 u + 10 \| = 5$
39128	求解u	\|5u+3\|=\|5u+7\|	$\| 5 u + 3 \| = \| 5 u + 7 \|$
39129	求解u	\|u\|=-7	$\| u \| = - 7$
39130	求解u	-1/2+4/3u=-3/5	$- \frac{1}{2} + \frac{4}{3} u = - \frac{3}{5}$
39131	求解u	-1/3=-5/6+u	$- \frac{1}{3} = - \frac{5}{6} + u$
39132	求解u	-1/3u-1/2=-6/7	$- \frac{1}{3} u - \frac{1}{2} = - \frac{6}{7}$
39133	求解u	1/(4u+12)+2=-3/(u+3)	$\frac{1}{4 u + 12} + 2 = \frac{- 3}{u + 3}$
39134	求解v	v/-4=7	$\frac{v}{- 4} = 7$
39135	求解v	v/5+3=9	$\frac{v}{5} + 3 = 9$
39136	求解v	v/5=31.25	$\frac{v}{5} = 31.25$
39137	求解v	v/5=-45	$\frac{v}{5} = - 45$
39138	求解v	v/7=8.6	$\frac{v}{7} = 8.6$
39139	求解t	t+3t-7=4t-7	$t + 3 t - 7 = 4 t - 7$
39140	求解t	t+8=4	$t + 8 = 4$
39141	求解t	t=(121-h)/4	$t = \frac{121 - h}{4}$
39142	求解t	t=1/4* radice quadrata di 800	$t = \frac{1}{4} \cdot \sqrt{800}$
39143	求解v	2.3+v/5=-10.2	$2.3 + \frac{v}{5} = - 10.2$
39144	求解v	2.56=(v^2)/0.79	$2.56 = \frac{v^{2}}{0.79}$
39145	求解v	2v^2+8v+22=(v-1)^2	$2 v^{2} + 8 v + 22 = {(v - 1)}^{2}$
39146	求解v	2v^2+v-36=0	$2 v^{2} + v - 36 = 0$
39147	求解v	2v^2-13v+19=(v-3)^2	$2 v^{2} - 13 v + 19 = {(v - 3)}^{2}$
39148	求解v	2v^2-16v+15=(v-6)^2	$2 v^{2} - 16 v + 15 = {(v - 6)}^{2}$
39149	求解v	2v^2-3v+6=0	$2 v^{2} - 3 v + 6 = 0$
39150	求解v	2v^2-5v+3=0	$2 v^{2} - 5 v + 3 = 0$
39151	求解v	2v^2-9v=5	$2 v^{2} - 9 v = 5$
39152	求解v	v/9=8/11	$\frac{v}{9} = \frac{8}{11}$
39153	求解v	v/9=-53	$\frac{v}{9} = - 53$
39154	求解v	v/(lw)=h	$\frac{v}{l w} = h$
39155	求解v	v^2+16=8v	$v^{2} + 16 = 8 v$
39156	求解v	v^2+32=12v	$v^{2} + 32 = 12 v$
39157	求解v	v^2+v-12=0	$v^{2} + v - 12 = 0$
39158	求解v	v^2-10v+25=0	$v^{2} - 10 v + 25 = 0$
39159	求解v	v^2-24=5v	$v^{2} - 24 = 5 v$
39160	求解v	-5+v/22=-1	$- 5 + \frac{v}{22} = - 1$
39161	求解v	5+v/3.75=8	$5 + \frac{v}{3.75} = 8$
39162	求解v	-5+5v=-40	$- 5 + 5 v = - 40$
39163	求解v	-5+v=-17	$- 5 + v = - 17$
39164	求解v	-54=-5(7v+5)+v	$- 54 = - 5 (7 v + 5) + v$
39165	求解v	5v+10=4(v+2)(v+3)-3(v+3)	$5 v + 10 = 4 (v + 2) (v + 3) - 3 (v + 3)$
39166	求解v	5v+4=-11	$5 v + 4 = - 11$
39167	求解v	-6(10v-11)=-6(9v-11)	$- 6 (10 v - 11) = - 6 (9 v - 11)$
39168	求解v	20=-2v-7	$20 = - 2 v - 7$
39169	求解v	-21=-v/4	$- 21 = - \frac{v}{4}$
39170	求解v	23=-8v-7+2v	$23 = - 8 v - 7 + 2 v$
39171	求解v	-25=-5/4v	$- 25 = - \frac{5}{4} v$
39172	求解v	28=v/2	$28 = \frac{v}{2}$
39173	求解V	28=10V-3V	$28 = 10 V - 3 V$
39174	求解v	-28=-3+5v	$- 28 = - 3 + 5 v$
39175	求解v	-3(v+4)=-9v-30	$- 3 (v + 4) = - 9 v - 30$
39176	求解v	3+5v=-42	$3 + 5 v = - 42$
39177	求解v	3+6v=45	$3 + 6 v = 45$
39178	求解v	31.25=5v	$31.25 = 5 v$
39179	求解v	35=-v+195	$35 = - v + 195$
39180	求解v	35-5(2v+3)=20	$35 - 5 (2 v + 3) = 20$
39181	求解v	-3v+(-4)=11	$- 3 v + (- 4) = 11$
39182	求解v	-3v+5(v-5)=-15	$- 3 v + 5 (v - 5) = - 15$
39183	求解v	3v+8=2(v+6)	$3 v + 8 = 2 (v + 6)$
39184	求解v	3v-y=9	$3 v - y = 9$
39185	求解v	-4(-3+v)=-64	$- 4 (- 3 + v) = - 64$
39186	求解v	-4(7v-2)+8v=-4(v+1)	$- 4 (7 v - 2) + 8 v = - 4 (v + 1)$
39187	求解v	-4.2v+31.5=-65.1	$- 4.2 v + 31.5 = - 65.1$
39188	求解v	4\|v-5\|=16	$4 \| v - 5 \| = 16$
39189	求解v	4-v/5=0	$4 - \frac{v}{5} = 0$
39190	求解v	-4+2v=-8	$- 4 + 2 v = - 8$
39191	求解v	4+v=8-2v	$4 + v = 8 - 2 v$
39192	求解v	-40-v=8(6v+8)-6	$- 40 - v = 8 (6 v + 8) - 6$
39193	求解v	42 1/2*v=119	$42 \frac{1}{2} \cdot v = 119$
39194	求解v	4v+2(v+8)=34	$4 v + 2 (v + 8) = 34$
39195	求解v	4v+5=3	$4 v + 5 = 3$
39196	求解v	4v=6.4	$4 v = 6.4$
39197	求解v	-4v-1=7	$- 4 v - 1 = 7$
39198	求解V	V = square root of 229	$V = \sqrt{229}$
39199	求解v	v=12a^3	$v = 12 a^{3}$
39200	求解v	v=1wh	$v = 1 w h$