Mathway | Problemi più comuni

Problemi più comuni

Livello	Argomento	Problema	Problema formattato
6601	求解u	4u+24>-3u-32	$4 u + 24 > - 3 u - 32$
6602	求解v	-1+2v=9	$- 1 + 2 v = 9$
6603	求解R	i=PRt	$i = P R t$
6604	求解t	\|3t-2\|=4	$\| 3 t - 2 \| = 4$
6605	求解r	l=9pr	$l = 9 p r$
6606	求解t	28=t+6t	$28 = t + 6 t$
6607	求解t	0=t+4-9t	$0 = t + 4 - 9 t$
6608	求解r	8r-r/6>1/6-8	$8 r - \frac{r}{6} > \frac{1}{6} - 8$
6609	求解r	8<r-7	$8 < r - 7$
6610	求解r	A=P(1+nr)	$A = P (1 + n r)$
6611	求解s	y=sx+m	$y = s x + m$
6612	求解t	2/3t=-1/5	$\frac{2}{3} t = - \frac{1}{5}$
6613	求解R	PV=nRt	$P V = n R t$
6614	求解p	7-2p=-5	$7 - 2 p = - 5$
6615	求解p	-p<0	$- p < 0$
6616	求解q	1/p+1/q=1/f	$\frac{1}{p} + \frac{1}{q} = \frac{1}{f}$
6617	求解q	q-12=-13	$q - 12 = - 13$
6618	求解r	5*(3r)+2=-95	$5 \cdot (3 r) + 2 = - 95$
6619	求解r	15=r-6	$15 = r - 6$
6620	求解r	-3=-2+r/9	$- 3 = - 2 + \frac{r}{9}$
6621	求解r	5r+32=8r+17	$5 r + 32 = 8 r + 17$
6622	求解r	6=r/-2	$6 = \frac{r}{- 2}$
6623	求解r	-69=6r+3	$- 69 = 6 r + 3$
6624	求解r	6r-(3r+2)=10	$6 r - (3 r + 2) = 10$
6625	求解r	r^2>3r+10	$r^{2} > 3 r + 10$
6626	求解p	-9+p<15	$- 9 + p < 15$
6627	求解p	-24-1/8p=3/8p	$- 24 - \frac{1}{8} p = \frac{3}{8} p$
6628	求解p	5p=-30	$5 p = - 30$
6629	求解p	C=p+0.06	$C = p + 0.06$
6630	求解n	8-2n=26	$8 - 2 n = 26$
6631	求解n	-33-n=-3(2n+1)	$- 33 - n = - 3 (2 n + 1)$
6632	求解n	n+8=13	$n + 8 = 13$
6633	求解n	1.5n=-18	$1.5 n = - 18$
6634	求解n	16(n+2)=4(8+4n)	$16 (n + 2) = 4 (8 + 4 n)$
6635	求解n	1-n/5=12	$1 - \frac{n}{5} = 12$
6636	求解n	n/-6=-2	$\frac{n}{- 6} = - 2$
6637	求解n	n/-5=0.8	$\frac{n}{- 5} = 0.8$
6638	求解n	0=7n	$0 = 7 n$
6639	求解n	2(n-8)=-2	$2 (n - 8) = - 2$
6640	求解n	35=27-4n	$35 = 27 - 4 n$
6641	求解n	2(3n+7)>5	$2 (3 n + 7) > 5$
6642	求解n	-3<n-8	$- 3 < n - 8$
6643	求解n	4n-8=40	$4 n - 8 = 40$
6644	求解n	-5n-9=-74	$- 5 n - 9 = - 74$
6645	求解n	5.6=-1.6n	$5.6 = - 1.6 n$
6646	求解n	2/3n<1/2	$\frac{2}{3} n < \frac{1}{2}$
6647	求解m	m-7=-8	$m - 7 = - 8$
6648	求解m	p=2m+2g	$p = 2 m + 2 g$
6649	求解n	\|n\|+4<12	$\| n \| + 4 < 12$
6650	求解k	k+3-2k>50	$k + 3 - 2 k > 50$
6651	求解m	-3m>-33	$- 3 m > - 33$
6652	求解m	4m-17=-26+3m	$4 m - 17 = - 26 + 3 m$
6653	求解m	3m+10<30	$3 m + 10 < 30$
6654	求解m	4m=6m-4	$4 m = 6 m - 4$
6655	求解m	-5m>20	$- 5 m > 20$
6656	求解m	6(2m-4)=2(6m-12)	$6 (2 m - 4) = 2 (6 m - 12)$
6657	求解m	B=(m-z)/v	$B = \frac{m - z}{v}$
6658	求解k	-7/11k+2<2/3	$- \frac{7}{11} k + 2 < \frac{2}{3}$
6659	求解k	14<k+11	$14 < k + 11$
6660	求解k	15=-k/4-9	$15 = - \frac{k}{4} - 9$
6661	求解k	3k-13<14	$3 k - 13 < 14$
6662	求解k	5k+12=2	$5 k + 12 = 2$
6663	求解k	f=kr	$f = k r$
6664	求解k	k=2	$k = 2$
6665	求解h	h-16=-24	$h - 16 = - 24$
6666	求解k	k+20=9k-4	$k + 20 = 9 k - 4$
6667	求解m	m/3+5=2	$\frac{m}{3} + 5 = 2$
6668	求解m	(4m)/(m+1)-2=(3m)/((m+1)^2)	$\frac{4 m}{m + 1} - 2 = \frac{3 m}{{(m + 1)}^{2}}$
6669	求解m	(1+m)/9=1	$\frac{1 + m}{9} = 1$
6670	求解a	a=15b+6	$a = 15 b + 6$
6671	求解b	1/2b-2=1	$\frac{1}{2} b - 2 = 1$
6672	求解b	-5/13b=-10	$- \frac{5}{13} b = - 10$
6673	求解b	1 1/2+b>7	$1 \frac{1}{2} + b > 7$
6674	求解b	b/2<7	$\frac{b}{2} < 7$
6675	求解b	4.7b-9=11-1.3b	$4.7 b - 9 = 11 - 1.3 b$
6676	求解b	-2>b-4	$- 2 > b - 4$
6677	求解b	8>2+b/3	$8 > 2 + \frac{b}{3}$
6678	求解b	P=b+c+d	$P = b + c + d$
6679	求解b	k=1/2*(mb^2)	$k = \frac{1}{2} \cdot (m b^{2})$
6680	求解b	l=b+c-d	$l = b + c - d$
6681	求解c	-5/7=c+2/7	$\frac{- 5}{7} = c + \frac{2}{7}$
6682	求解c	-3=c/-1.5	$- 3 = \frac{c}{- 1.5}$
6683	求解g	-2g+2>g-4	$- 2 g + 2 > g - 4$
6684	求解f	f=4-3	$f = 4 - 3$
6685	求解d	d = square root of (3(180))/2	$d = \sqrt{\frac{3 (180)}{2}}$
6686	求解g	10+g/-9>12	$10 + \frac{g}{- 9} > 12$
6687	求解g	g-2 1/3=3 1/6	$g - 2 \frac{1}{3} = 3 \frac{1}{6}$
6688	求解h	u/(qh)=z	$\frac{u}{q h} = z$
6689	求解h	20h^2+25h-30=0	$20 h^{2} + 25 h - 30 = 0$
6690	求解h	-4h>16	$- 4 h > 16$
6691	求解j	-2\|3j\|-8=-20	$- 2 \| 3 j \| - 8 = - 20$
6692	求解f	2(3f+2)>4f+12	$2 (3 f + 2) > 4 f + 12$
6693	求解d	d-258*6=8328	$d - 258 \cdot 6 = 8328$
6694	求解f	(fg)(x)=x^2-4	$(f g) (x) = x^{2} - 4$
6695	求解d	12d<d+11	$12 d < d + 11$
6696	求解d	42<-6d	$42 < - 6 d$
6697	求解d	8d+2<5d-7	$8 d + 2 < 5 d - 7$
6698	求解c	5-3c=c+17	$5 - 3 c = c + 17$
6699	求解C	C(25000)=(10 radice quadrata di 25000+0.7 radice quadrata di 25000^3-0)/( radice quadrata di 25000)	$C (25000) = \frac{10 \sqrt{25000} + 0.7 \sqrt{25000^{3}} - 0}{\sqrt{25000}}$
6700	求解d	3d-15>30	$3 d - 15 > 30$