Mathway | Problèmes fréquents

Problèmes fréquents

Rang	Matière	Problème	Problème de formatage
14101	Resolva para F	F=9/5*48+32	$F = \frac{9}{5} \cdot 48 + 32$
14102	Resolva para F	F=kp	$F = k p$
14103	Resolva para g	2/5g=3/5	$\frac{2}{5} g = \frac{3}{5}$
14104	Resolva para g	1.12=(39.4784176/(g^2))*30.5	$1.12 = (\frac{39.4784176}{g^{2}}) \cdot 30.5$
14105	Resolva para g	8g-g=7g	$8 g - g = 7 g$
14106	Resolva para g	g(-1)=-1^2+2(-1)+3	$g (- 1) = - 1^{2} + 2 (- 1) + 3$
14107	Resolva para a	a+b+c=72	$a + b + c = 72$
14108	Resolva para a	a=(200004000)^(0.24)	$a = {(20000 \cdot 4000)}^{0.2 \cdot 4}$
14109	Resolva para a	a=1/2*(bh)+1/2h^2	$a = \frac{1}{2} \cdot (b h) + \frac{1}{2} h^{2}$
14110	Resolva para a	a=pe^(rt)	$a = p e^{r t}$
14111	Resolva para A	A=2800(1+0.003)^24	$A = 2800 {(1 + 0.003)}^{24}$
14112	Resolva para A	A=4200(1+0.06/2)102	$A = 4200 (1 + \frac{0.06}{2}) \cdot 10 \cdot 2$
14113	Resolva para a	a=5000(1+0.08/365)(365)(2)	$a = 5000 (1 + \frac{0.08}{365}) (365) (2)$
14114	Resolva para a	a=5300e^(0.0365(9))	$a = 5300 e^{0.0365 (9)}$
14115	Resolva para A	A=p(1+rt)	$A = p (1 + r t)$
14116	Resolva para a	a-2.5=4.5	$a - 2.5 = 4.5$
14117	Resolva para a	r=- racine carrée de a/(2p)	$r = - \sqrt{\frac{a}{2 p}}$
14118	Resolva para a6	a6=6250(1/5)^(6-1)	$a \cdot 6 = 6250 \cdot {(\frac{1}{5})}^{6 - 1}$
14119	Resolva para b	0.5/2.3=b/20	$\frac{0.5}{2.3} = \frac{b}{20}$
14120	Resolva para b	675/(b^2)=6.73+2.85/b	$\frac{675}{b^{2}} = 6.73 + \frac{2.85}{b}$
14121	Resolva para b	(b(0.03315+0.5b)^0.5)/(1-b)((0.856524+0.147929b)/(1.00315+0.5b))^0.5=0.03631	$\frac{b \cdot {(0.03315 + 0.5 b)}^{0.5}}{1 - b} \cdot {(\frac{0.856524 + 0.147929 b}{1.00315 + 0.5 b})}^{0.5} = 0.03631$
14122	Resolva para b	10=b/-2	$10 = \frac{b}{- 2}$
14123	Resolva para b	11b^(4/3)=77	$11 b^{\frac{4}{3}} = 77$
14124	Resolva para b	3(3/2)+b=5	$3 (\frac{3}{2}) + b = 5$
14125	Resolva para b	5b+15m=24	$5 b + 15 m = 24$
14126	Resolva para b	8=-5*-1-b	$8 = - 5 \cdot - 1 - b$
14127	Resolva para b	a+b=200	$a + b = 200$
14128	Resolva para B	B=1/2*(f(r+z))	$B = \frac{1}{2} \cdot (f (r + z))$
14129	Resolva para b	b=24/5-3(5/3)	$b = \frac{24}{5} - 3 (\frac{5}{3})$
14130	Resolva para b	b=3-(11(3/19))/3	$b = 3 - \frac{11 (\frac{3}{19})}{3}$
14131	Resolva para b	b=wr	$b = w r$
14132	Resolva para b	f(1)=2+b	$f (1) = 2 + b$
14133	Resolva para b	y=ae^(b/x)	$y = a e^{\frac{b}{x}}$
14134	Resolva para b1	A=1/2(h(b1+b*2))	$A = \frac{1}{2} \cdot (h (b \cdot 1 + b \cdot 2))$
14135	Resolva para c	c^2+10c+21=0	$c^{2} + 10 c + 21 = 0$
14136	Resolva para c	x/(c-2)=cx+3	$\frac{x}{c - 2} = c x + 3$
14137	Resolva para c	2a-2c=-2	$2 a - 2 c = - 2$
14138	Resolva para c	400=c*0.5+230	$400 = c \cdot 0.5 + 230$
14139	Resolva para c	5=a(2)^2+b(2)+c	$5 = a {(2)}^{2} + b (2) + c$
14140	Resolva para c	c(2000)=6.6x+10300	$c (2000) = 6.6 x + 10300$
14141	Resolva para c	c+5=20	$c + 5 = 20$
14142	Resolva para k	2=k/54	$2 = \frac{k}{54}$
14143	Resolva para k	4=(32k)/( racine carrée de 4)	$4 = \frac{32 k}{\sqrt{4}}$
14144	Resolva para k	6=2*k^0.5	$6 = 2 \cdot k^{0.5}$
14145	Resolva para k	6=2* racine carrée de k	$6 = 2 \cdot \sqrt{k}$
14146	Resolva para k	7k+8=-4(3-k)	$7 k + 8 = - 4 (3 - k)$
14147	Resolva para k	c=9/2*(k-15)	$c = \frac{9}{2} \cdot (k - 15)$
14148	Resolva para k	y=-6/k+2/k	$y = - \frac{6}{k} + \frac{2}{k}$
14149	Resolva para l	250-10l=0	$250 - 10 l = 0$
14150	Resolva para l	80=l*(w+2)	$80 = l \cdot (w + 2)$
14151	Resolva para m	((m+2)/4)+5=((2m-3)/3)	$(\frac{m + 2}{4}) + 5 = (\frac{2 m - 3}{3})$
14152	Resolva para M	0.2(16)+0.2(19)+(M-2.35)(16)=8.7	$0.2 (16) + 0.2 (19) + (M - 2.35) (16) = 8.7$
14153	Resolva para m	(4m)^3=1000	${(4 m)}^{3} = 1000$
14154	Resolva para M	4/5M=36	$\frac{4}{5} M = 36$
14155	Resolva para m	6/(m+5)=1-1/(m-5)	$\frac{6}{m + 5} = 1 - \frac{1}{m - 5}$
14156	Resolva para m	racine cubique de m=m	$\sqrt[3]{m} = m$
14157	Resolva para m	100(1)+100(9)+(m-999.5)(22)=2500	$100 (1) + 100 (9) + (m - 999.5) (22) = 2500$
14158	Resolva para M	100(3)+100(8)+(M-999.5)(24)=250	$100 (3) + 100 (8) + (M - 999.5) (24) = 250$
14159	Resolva para m	11-3=m(-1+3)	$11 - 3 = m (- 1 + 3)$
14160	Resolva para m	2-2/(m^2)=3/m	$2 - \frac{2}{m^{2}} = \frac{3}{m}$
14161	Resolva para m	2m+28=6m-4	$2 m + 28 = 6 m - 4$
14162	Resolva para m	336=m(0)+336	$336 = m (0) + 336$
14163	Resolva para m	3m=(4-2m)/5	$3 m = \frac{4 - 2 m}{5}$
14164	Resolva para m	C=mx+b	$C = m x + b$
14165	Resolva para m	D=9/7*(m-95)	$D = \frac{9}{7} \cdot (m - 95)$
14166	Resolva para m	m=(12-5)/(4-1)	$m = \frac{12 - 5}{4 - 1}$
14167	Resolva para m	m=(-2-0)/(0+5)	$m = \frac{- 2 - 0}{0 + 5}$
14168	Resolva para M	M=7(K-1)-1	$M = 7 (K - 1) - 1$
14169	Resolva para n	(3600*(1.03^n-1))=1762.24045614187	$(3600 \cdot ({1.03}^{n} - 1)) = 1762.24045614$
14170	Resolva para n	((3600*(1.03^n-1))/(1.03-1))=58741.3485380624	$(\frac{3600 \cdot ({1.03}^{n} - 1)}{1.03 - 1}) = 58741.34853806$
14171	Resolva para n	(5)^2=n	${(5)}^{2} = n$
14172	Resolva para n	7/(n+4)-2/(n-3)=(2n-9)/(n^2+n-12)	$\frac{7}{n + 4} - \frac{2}{n - 3} = \frac{2 n - 9}{n^{2} + n - 12}$
14173	Resolva para n	n/3-(n-11)/6=9/2	$\frac{n}{3} - \frac{n - 11}{6} = \frac{9}{2}$
14174	Resolva para n	12000=1000(1+0.09/12)n	$12000 = 1000 (1 + \frac{0.09}{12}) n$
14175	Resolva para n	12150=1600*(1^(n-1))/2	$12150 = 1600 \cdot \frac{1^{n - 1}}{2}$
14176	Resolva para n	2580=n/2*(200+600)	$2580 = \frac{n}{2} \cdot (200 + 600)$
14177	Resolva para n	34800=5700(1+0.038/12)^n	$34800 = 5700 {(1 + \frac{0.038}{12})}^{n}$
14178	Resolva para n	-4=-8n-(9n+3)	$- 4 = - 8 n - (9 n + 3)$
14179	Resolva para n	5000=8000(1+6%)^n	$5000 = 8000 {(1 + 6 %)}^{n}$
14180	Resolva para n	-9=-10n-3	$- 9 = - 10 n - 3$
14181	Resolva para n	91000=26000(1-((1.047)^(-n))/0.047)	$91000 = 26000 (1 - \frac{{(1.047)}^{- n}}{0.047})$
14182	Resolva para n	a(n)=((7 racine carrée de n)/(1+3 racine carrée de n))	$a (n) = (\frac{7 \sqrt{n}}{1 + 3 \sqrt{n}})$
14183	Resolva para n	C=200 racine cubique de n+200	$C = 200 \sqrt[3]{n + 200}$
14184	Resolva para N	Q=5/4N+31	$Q = \frac{5}{4} N + 31$
14185	Resolva para p	(x^5-3x^3+px^3+q)/(x^2+x-2)=1	$\frac{x^{5} - 3 x^{3} + p x^{3} + q}{x^{2} + x - 2} = 1$
14186	Resolva para p	(x^5-3x^3+px^3+q)/(x^2+x-2)=2	$\frac{x^{5} - 3 x^{3} + p x^{3} + q}{x^{2} + x - 2} = 2$
14187	Resolva para p	7^3=8^p	$7^{3} = 8^{p}$
14188	Resolva para p	pi/6+9=14	$\frac{π}{6} + 9 = 14$
14189	Resolva para p	p^2=75/81	$p^{2} = \frac{75}{81}$
14190	Resolva para p	p^2=24.25	$p^{2} = 24.25$
14191	Resolva para p	racine carrée de 6p+13=18	$\sqrt{6 p} + 13 = 18$
14192	Resolva para p	100=99700p+(-300)+300p	$100 = 99700 p + (- 300) + 300 p$
14193	Resolva para p	100=p(0.05)	$100 = p (0.05)$
14194	Resolva para p	34000=p(1+(8.5%)/12)^8	$34000 = p {(1 + \frac{8.5 %}{12})}^{8}$
14195	Resolva para p	50000p^2=0.01p^7	$50000 p^{2} = 0.01 p^{7}$
14196	Resolva para p	54=p(0.04)(3/4)	$54 = p (0.04) (\frac{3}{4})$
14197	Resolva para p	70000=p*(1-(1.12)^-180)/0.12	$70000 = p \cdot \frac{1 - {(1.12)}^{- 180}}{0.12}$
14198	Resolva para p	A = square root of 2/(cp)	$A = \sqrt{\frac{2}{c p}}$
14199	Resolva para p	p=16519.38/((1+0.085)^7)	$p = \frac{16519.38}{{(1 + 0.085)}^{7}}$
14200	Resolva para p	p=(20543(1-(1+0.084)^-12))/0.084	$p = \frac{20543 (1 - {(1 + 0.084)}^{- 12})}{0.084}$