Mathway | Problèmes fréquents

Problèmes fréquents

Rang	Matière	Problème	Problème de formatage
45701	Resolva para f	(df+10)/6=g	$\frac{d f + 10}{6} = g$
45702	Resolva para f	f/2+8=14	$\frac{f}{2} + 8 = 14$
45703	Resolva para f	f/-3=-30	$\frac{f}{- 3} = - 30$
45704	Resolva para D	D=15-3P	$D = 15 - 3 P$
45705	Resolva para D	D=(-44-(-4))^2+(-16-(-18))^2	$D = {(- 44 - (- 4))}^{2} + {(- 16 - (- 18))}^{2}$
45706	Resolva para D	D=171/15	$D = \frac{171}{15}$
45707	Resolva para D	D=(2h^2+2sh+7h)/h	$D = \frac{2 h^{2} + 2 s h + 7 h}{h}$
45708	Resolva para d	d=(3(90))/2	$d = \frac{3 (90)}{2}$
45709	Resolva para d	d=3/5*(f+g)	$d = \frac{3}{5} \cdot (f + g)$
45710	Resolva para D	D=(40.5g)/(15.0ml)	$D = \frac{40.5 g}{15 mL}$
45711	Resolva para d	d=8000/(100^2)	$d = \frac{8000}{100^{2}}$
45712	Resolva para d	d=m/25*(3.5)	$d = \frac{m}{25} \cdot (3.5)$
45713	Resolva para d	d = square root of 1.5h	$d = \sqrt{1.5 h}$
45714	Resolva para D	D=0	$D = 0$
45715	Multiplier	28*8	$28 \cdot 8$
45716	Resolva para D	D=1.225-(1.1210)^4+(3.2410)^9	$D = 1.225 - {(1.12 \cdot 10)}^{4} + {(3.24 \cdot 10)}^{9}$
45717	Resolva para D	D=10 logarithme de 5.6*10^15	$D = 10 \log (5.6 \cdot 10^{15})$
45718	Resolva para d	d=2.2v+(v^2)/80	$d = 2.2 v + \frac{v^{2}}{80}$
45719	Resolva para d	d=420-65t	$d = 420 - 65 t$
45720	Resolva para d	p=13+(5d)/8	$p = 13 + \frac{5 d}{8}$
45721	Resolva para D	51.4 = square root of 30D0.875*1	$51.4 = \sqrt{30 \cdot D \cdot 0.875 \cdot 1}$
45722	Resolva para d	-52=4d	$- 52 = 4 d$
45723	Resolva para d	54.8-d/5=60.1	$54.8 - \frac{d}{5} = 60.1$
45724	Resolva para d	5d+9-4d=51-5d	$5 d + 9 - 4 \cdot d = 51 - 5 \cdot d$
45725	Resolva para d	5d=9d-18	$5 d = 9 d - 18$
45726	Resolva para d	5d=9d-20	$5 d = 9 d - 20$
45727	Resolva para d	5d-15=80	$5 d - 15 = 80$
45728	Resolva para d	-5d-16=(d-11)	$- 5 d - 16 = (d - 11)$
45729	Resolva para d	-5d-24=-4(d+6)-d	$- 5 d - 24 = - 4 (d + 6) - d$
45730	Resolva para d	5d-4d=4-d	$5 d - 4 d = 4 - d$
45731	Resolva para d	6-3/4d=-3	$6 - \frac{3}{4} d = - 3$
45732	Resolva para d	6+9*d=111	$6 + 9 \cdot d = 111$
45733	Resolva para d	60 = square root of 21d	$60 = \sqrt{21 d}$
45734	Resolva para D	65 = square root of 30D0.875*1	$65 = \sqrt{30 \cdot D \cdot 0.875 \cdot 1}$
45735	Resolva para d	654=12d	$654 = 12 d$
45736	Resolva para d	-6-7d+8=23	$- 6 - 7 d + 8 = 23$
45737	Resolva para d	6d-d^2=9	$6 d - d^{2} = 9$
45738	Resolva para d	7.9=d+12.7	$7.9 = d + 12.7$
45739	Resolva para d	75d^3+50d^2-3d-2=0	$75 d^{3} + 50 d^{2} - 3 d - 2 = 0$
45740	Resolva para d	7d-13=3d+7	$7 d - 13 = 3 d + 7$
45741	Resolva para d	8+(4*c)=d	$8 + (4 \cdot c) = d$
45742	Resolva para d	80=10d^2*0	$80 = 10 d^{2} \cdot 0$
45743	Resolva para d	81÷d=3	$81 \div d = 3$
45744	Resolva para d	-84=d/3	$- 84 = \frac{d}{3}$
45745	Resolva para d	8d+3=9d	$8 d + 3 = 9 d$
45746	Resolva para d	9(8d-5)+13=12d-2	$9 (8 d - 5) + 13 = 12 d - 2$
45747	Resolva para d	9.3dm=cm	$9.3 d m = cm$
45748	Resolva para d	9d+d-3d=14	$9 d + d - 3 d = 14$
45749	Resolva para d	9d=-5.4	$9 d = - 5.4$
45750	Resolva para d	-9d-55=-4d	$- 9 d - 55 = - 4 d$
45751	Resolva para d	A=a+(n-1)d	$A = a + (n - 1) d$
45752	Resolva para d	if d varies inversely as t , and d=20 when t=2 , what is the value of t when d=-5	if $d$ varies inversely as $t$ , and $d = 20$ when $t = 2$ , what is the value of $t$ when $d = - 5$
45753	Resolva para D	B=74 racine carrée de D	$B = 74 \sqrt{D}$
45754	Resolva para d	c=(7d-6)/(3+8d)	$c = \frac{7 d - 6}{3 + 8 d}$
45755	Resolva para d	2(d+5)=6d-10	$2 (d + 5) = 6 d - 10$
45756	Resolva para d	2(d-6)=3d+5	$2 (d - 6) = 3 d + 5$
45757	Resolva para d	-2.1d-38.3=2(7.4-4d)	$- 2.1 d - 38.3 = 2 (7.4 - 4 d)$
45758	Resolva para d	-2.5d-32.7=74.1	$- 2.5 d - 32.7 = 74.1$
45759	Resolva para d	2d^2-8d=0	$2 d^{2} - 8 d = 0$
45760	Resolva para d	2=d+1/4	$2 = d + \frac{1}{4}$
45761	Resolva para d	21(2-d)+12d=44	$21 (2 - d) + 12 d = 44$
45762	Resolva para d	23d-8-14d=10	$23 d - 8 - 14 d = 10$
45763	Resolva para D	25 = square root of 30D0.3*1	$25 = \sqrt{30 \cdot D \cdot 0.3 \cdot 1}$
45764	Resolva para d	27-2d=19	$27 - 2 d = 19$
45765	Resolva para d	27500=5500*(-0.9)^d	$27500 = 5500 \cdot {(- 0.9)}^{d}$
45766	Resolva para d	2762.35(2)=2500(1+d/12)^(12*2)	$2762.35 (2) = 2500 {(1 + \frac{d}{12})}^{12 \cdot 2}$
45767	Resolva para d	-28=4/5d	$- 28 = \frac{4}{5} d$
45768	Resolva para d	2d+11y=19	$2 d + 11 y = 19$
45769	Resolva para d	-2d+6=-10	$- 2 d + 6 = - 10$
45770	Resolva para d	2d=d+3	$2 d = d + 3$
45771	Resolva para d	2d-8=-10	$2 d - 8 = - 10$
45772	Resolva para d	3(d-8)-5=9(d+2)+1	$3 (d - 8) - 5 = 9 (d + 2) + 1$
45773	Resolva para d	3d=10-2d	$3 \cdot d = 10 - 2 \cdot d$
45774	Resolva para d	3.14(d/2)^2=(579.8)/(2.110^8)	$3.14 {(\frac{d}{2})}^{2} = \frac{57 \cdot 9.8}{2.1 \cdot 10^{8}}$
45775	Resolva para d	3.2d=48	$3.2 d = 48$
45776	Resolva para d	3.9÷d=-11.9	$3.9 \div d = - 11.9$
45777	Resolva para d	3\|6-d\|=18	$3 \| 6 - d \| = 18$
45778	Resolva para d	3-4d=13	$3 - 4 d = 13$
45779	Resolva para d	3d+4d-5-d=13	$3 d + 4 d - 5 - d = 13$
45780	Resolva para d	3d=20.01	$3 d = 20.01$
45781	Resolva para d	3d-12=0	$3 d - 12 = 0$
45782	Resolva para d	3d-12=-6	$3 d - 12 = - 6$
45783	Resolva para d	4-(2d-3)=3(d+2)+4	$4 - (2 d - 3) = 3 (d + 2) + 4$
45784	Resolva para d	4.28-0.4d=1.48	$4.28 - 0.4 d = 1.48$
45785	Resolva para d	4.5=0.6d-6.3	$4.5 = 0.6 d - 6.3$
45786	Resolva para d	4d^2-5d=21+y	$4 d^{2} - 5 d = 21 + y$
45787	Resolva para d	4d^2-8d+4=0	$4 d^{2} - 8 d + 4 = 0$
45788	Resolva para d	-4=8+d	$- 4 = 8 + d$
45789	Resolva para D	40 = square root of 30D0.6*1	$40 = \sqrt{30 \cdot D \cdot 0.6 \cdot 1}$
45790	Resolva para d	432=12+(5d)÷12	$432 = 12 + 5 d \div 12$
45791	Resolva para D	45.8 = square root of 30D0.7*1	$45.8 = \sqrt{30 \cdot D \cdot 0.7 \cdot 1}$
45792	Resolva para d	47=2d+5	$47 = 2 d + 5$
45793	Resolva para d	4d=4	$4 d = 4$
45794	Resolva para d	4d-9=5(2d-3)	$4 d - 9 = 5 (2 d - 3)$
45795	Resolva para d	4*(d-3)=9	$4 \cdot (d - 3) = 9$
45796	Resolva para d	4ysquard-25=0	$4 y s q u a r d - 25 = 0$
45797	Resolva para D	5 3/4=D-2 1/8	$5 \frac{3}{4} = D - 2 \frac{1}{8}$
45798	Resolva para d	-5=5(d+4)	$- 5 = 5 (d + 4)$
45799	Resolva para d	5=\|d-4\|	$5 = \| d - 4 \|$
45800	Resolva para d	5=d/10	$5 = \frac{d}{10}$