Mathway | Problèmes fréquents

Problèmes fréquents

Rang	Matière	Problème	Problème de formatage
15301	Resolva para p	p=11000/((1+0.025)^5)	$p = \frac{11000}{{(1 + 0.025)}^{5}}$
15302	Resolva para p	p=12000/((1+0.015)^20)	$p = \frac{12000}{{(1 + 0.015)}^{20}}$
15303	Resolva para p	p=14.7/33*(70)+14.7	$p = \frac{14.7}{33} \cdot (70) + 14.7$
15304	Resolva para p	p=23000/((1+0.015)^3)	$p = \frac{23000}{{(1 + 0.015)}^{3}}$
15305	Resolva para p	p=24000/(1+0.09(16/12))	$p = \frac{24000}{1 + 0.09 (\frac{16}{12})}$
15306	Resolva para p	p=25000/((1.03)^30)	$p = \frac{25000}{{(1.03)}^{30}}$
15307	Resolva para p	p=5.67^-8*(0.01(308^4-293^4))	$p = {5.67}^{- 8} \cdot (0.01 (308^{4} - 293^{4}))$
15308	Resolva para p	p=5.67^-80.01(308^4-293^4)	$p = {5.67}^{- 8} \cdot 0.01 \cdot (308^{4} - 293^{4})$
15309	Resolva para p	p=5/3*(42)	$p = \frac{5}{3} \cdot (42)$
15310	Resolva para p	p=5000/(e^((0.025)(10)))	$p = \frac{5000}{e^{(0.025) (10)}}$
15311	Resolva para p	p=50000/((1+0.04/365)^6)	$p = \frac{50000}{{(1 + \frac{0.04}{365})}^{6}}$
15312	Resolva para p	p=6.76^(2/3)	$p = {6.76}^{\frac{2}{3}}$
15313	Resolva para p	p=(600(1-(1.01)^-25))/0.01	$p = \frac{600 (1 - {(1.01)}^{- 25})}{0.01}$
15314	Resolva para p	p=9000/((1+0.045)^9)	$p = \frac{9000}{{(1 + 0.045)}^{9}}$
15315	Resolva para p	p=(bf)/n	$p = \frac{b f}{n}$
15316	Resolva para p	p=120q	$p = 120 q$
15317	Resolva para p	p=130-0.50x	$p = 130 - 0.5 x$
15318	Resolva para p	p=(188000(0.0735/10))/(1-((1(0.0735))/10)^-300)	$p = \frac{188000 (\frac{0.0735}{10})}{1 - {(\frac{1 (0.0735)}{10})}^{- 300}}$
15319	Resolva para p	p=18x-0.1x^2-100	$p = 18 x - 0.1 x^{2} - 100$
15320	Resolva para p	p=18x-0.2x^2-99	$p = 18 x - 0.2 x^{2} - 99$
15321	Resolva para p	p=2400((1-(1+0.0648)^-18)/0.0648)	$p = 2400 (\frac{1 - {(1 + 0.0648)}^{- 18}}{0.0648})$
15322	Resolva para p	p=2500(1+0.048)^30	$p = 2500 {(1 + 0.048)}^{30}$
15323	Resolva para m	m=9/5	$m = \frac{9}{5}$
15324	Resolva para m	p=2m+2w	$p = 2 m + 2 w$
15325	Resolva para M	s=8/5M+24	$s = \frac{8}{5} M + 24$
15326	Resolva para m	y=mx+h	$y = m x + h$
15327	Resolva para n	(1.04)^n=5/4	${(1.04)}^{n} = \frac{5}{4}$
15328	Resolva para n	(1/2)/(5/6)=(2/3)/n	$\frac{\frac{1}{2}}{\frac{5}{6}} = \frac{\frac{2}{3}}{n}$
15329	Resolva para n	\|n-4\|=13	$\| n - 4 \| = 13$
15330	Resolva para n	1/e=(1-1/n)^n	$\frac{1}{e} = {(1 - \frac{1}{n})}^{n}$
15331	Resolva para n	10/4=35/n	$\frac{10}{4} = \frac{35}{n}$
15332	Resolva para n	18/81+19/81+36/81+n/n=1	$\frac{18}{81} + \frac{19}{81} + \frac{36}{81} + \frac{n}{n} = 1$
15333	Resolva para n	3/5=n/25	$\frac{3}{5} = \frac{n}{25}$
15334	Resolva para n	n^2+4n+32=0	$n^{2} + 4 n + 32 = 0$
15335	Resolva para n	-n^2=-2n-24	$- n^{2} = - 2 n - 24$
15336	Resolva para n	racine cubique de 7n-1=3	$\sqrt[3]{7 n - 1} = 3$
15337	Resolva para n	1.224*10^-6=2n^2+2^n	$1.224 \cdot 10^{- 6} = 2 n^{2} + 2^{n}$
15338	Resolva para n	1+2+4+n=8	$1 + 2 + 4 + n = 8$
15339	Resolva para n	1+3+5+(2n-1)=n^2	$1 + 3 + 5 + (2 n - 1) = n^{2}$
15340	Resolva para n	10000=5000(1+n)^12	$10000 = 5000 {(1 + n)}^{12}$
15341	Resolva para n	1002.66=121858(0.00675/(1-(1.00675)^(-n)))	$1002.66 = 121858 (\frac{0.00675}{1 - {(1.00675)}^{- n}})$
15342	Resolva para n	10-n=13	$10 - n = 13$
15343	Resolva para n	11=n	$11 = n$
15344	Resolva para n	11000=800(((1.04)^n-1)/0.04)	$11000 = 800 (\frac{{(1.04)}^{n} - 1}{0.04})$
15345	Resolva para n	11000=800*((1.04)^n-1)/0.04	$11000 = 800 \cdot \frac{{(1.04)}^{n} - 1}{0.04}$
15346	Resolva para n	120=7700(0.003/((1.003)^n-1))	$120 = 7700 (\frac{0.003}{{(1.003)}^{n} - 1})$
15347	Resolva para n	1357000000e^(0.5%)n=1227000000e^(1.5%)n	$1357000000 \cdot e^{0.5 %} \cdot n = 1227000000 \cdot e^{1.5 %} \cdot n$
15348	Resolva para n	140=6300(0.003/((1.003)^n-1))	$140 = 6300 (\frac{0.003}{{(1.003)}^{n} - 1})$
15349	Resolva para n	14000=600((1-(1.015)^(-n))/0.015)	$14000 = 600 (\frac{1 - {(1.015)}^{- n}}{0.015})$
15350	Resolva para n	18000=8400(1+0.075/12)^n	$18000 = 8400 {(1 + \frac{0.075}{12})}^{n}$
15351	Resolva para n	2=5+n	$2 = 5 + n$
15352	Resolva para n	21000=3000(1+(0.07/12))^n	$21000 = 3000 {(1 + (\frac{0.07}{12}))}^{n}$
15353	Resolva para n	250f+500n=24000	$250 f + 500 n = 24000$
15354	Resolva para n	2n+2.5=4(n+2)-n	$2 n + 2.5 = 4 (n + 2) - n$
15355	Resolva para N	31703+1.201=0.914N-1.201	$31703 + 1.201 = 0.914 N - 1.201$
15356	Resolva para n	-35+40n-2n=33-8n	$- 35 + 40 n - 2 n = 33 - 8 n$
15357	Resolva para n	3n-2+2(2n+1)=5n+7+n	$3 n - 2 + 2 (2 n + 1) = 5 n + 7 + n$
15358	Resolva para n	-4(5-4n)-7n=-83	$- 4 (5 - 4 n) - 7 n = - 83$
15359	Resolva para n	41=23+n(B)-11	$41 = 23 + n (B) - 11$
15360	Resolva para n	-42=-13n+n^2	$- 42 = - 13 n + n^{2}$
15361	Resolva para n	5+\|6n\|=35	$5 + \| 6 n \| = 35$
15362	Resolva para n	5700=825+3.25n	$5700 = 825 + 3.25 n$
15363	Resolva para n	-5n-11=-4(n-10)	$- 5 n - 11 = - 4 (n - 10)$
15364	Resolva para n	6(7)-n=-34	$6 (7) - n = - 34$
15365	Resolva para n	7n^2-17n+16=10	$7 n^{2} - 17 n + 16 = 10$
15366	Resolva para n	7+6n=6n+5	$7 + 6 n = 6 n + 5$
15367	Resolva para n	70+20n=250	$70 + 20 n = 250$
15368	Resolva para n	8n-15=-21	$8 n - 15 = - 21$
15369	Resolva para n	98000=29000.00((1-(1.067)^(-n))/0.067)	$98000 = 29000 (\frac{1 - {(1.067)}^{- n}}{0.067})$
15370	Resolva para n	a*1=-3/4+3/2n	$a \cdot 1 = - \frac{3}{4} + \frac{3}{2} n$
15371	Resolva para n	a*2=9n	$a \cdot 2 = 9 n$
15372	Resolva para n	a(n)=(-1)(n)+c	$a (n) = (- 1) (n) + c$
15373	Resolva para n	a(n)=(-1)(2/3)^n	$a (n) = (- 1) {(\frac{2}{3})}^{n}$
15374	Resolva para n	a(n)=(n+1)/(n+3)	$a (n) = \frac{n + 1}{n + 3}$
15375	Resolva para n	a(n)=(n^2)/n	$a (n) = \frac{n^{2}}{n}$
15376	Resolva para n	a(n)=4n-2	$a (n) = 4 n - 2$
15377	Resolva para n	a(n)=9n	$a (n) = 9 n$
15378	Resolva para n	a(n)=n-3	$a (n) = n - 3$
15379	Resolva para n	c=tn	$c = t n$
15380	Resolva para n	m=8/3n+26	$m = \frac{8}{3} n + 26$
15381	Resolva para n	m=c(1+i)^n	$m = c {(1 + i)}^{n}$
15382	Resolva para n	n(0)=3000/(1+18.3e^(-0.8*0))	$n (0) = \frac{3000}{1 + 18.3 e^{- 0.8 \cdot 0}}$
15383	Resolva para N	N(60)=0.12(60)^2-3.14*60+104.25	$N (60) = 0.12 {(60)}^{2} - 3.14 \cdot 60 + 104.25$
15384	Resolva para n	n*5=8	$n \cdot 5 = 8$
15385	Resolva para n	n-2/n=-7/3	$n - \frac{2}{n} = - \frac{7}{3}$
15386	Resolva para n	n=( logarithme de 25/4)/( logarithme de 1+0.04/12)	$n = \frac{\log (\frac{25}{4})}{\log (1 + \frac{0.04}{12})}$
15387	Resolva para N	N=2(1-e^(-0.037t))	$N = 2 (1 - e^{- 0.037 t})$
15388	Resolva para n	n=26+(2-1)(-13)	$n = 26 + (2 - 1) (- 13)$
15389	Resolva para n	n=27+(6-1)(-12)	$n = 27 + (6 - 1) (- 12)$
15390	Resolva para N	N=48(1-e^(-0.07t))	$N = 48 (1 - e^{- 0.07 t})$
15391	Resolva para n	n=y-m	$n = y - m$
15392	Resolva para n	r=3n+3u	$r = 3 n + 3 u$
15393	Resolva para p	1/6*4=p	$\frac{1}{6} \cdot 4 = p$
15394	Resolva para p	1/6*-5=p	$\frac{1}{6} \cdot - 5 = p$
15395	Resolva para p	1/6*-9=p	$\frac{1}{6} \cdot - 9 = p$
15396	Resolva para p	3/5p=21	$\frac{3}{5} p = 21$
15397	Resolva para p	5/(2p+3)-3/(p-2)=4/(2p+3)	$\frac{5}{2 p + 3} - \frac{3}{p - 2} = \frac{4}{2 p + 3}$
15398	Resolva para p	( logarithme népérien de 2.085)/5.4=p	$\frac{\ln (2.085)}{5.4} = p$
15399	Resolva para p	( logarithme népérien de 3)/0.054=p	$\frac{\ln (3)}{0.054} = p$
15400	Resolva para p	pi/(138-pi)=1	$\frac{π}{138 - π} = 1$