Mathway | Problemas populares

Problemas populares

Classificação	Tópico	Problema	Problema formatado
15601	Encontre a Média	1 , 564	$1$ , $564$
15602	Encontre a Média	1 , 674 , 783-1 , 673 , 692	$1$ , $674$ , $783 - 1$ , $673$ , $692$
15603	Encontre a Média	1 , 8 , 27 , 64 , 125	$1$ , $8$ , $27$ , $64$ , $125$
15604	Encontre a Média	1 , 8 , 3 , 13 , 5	$1$ , $8$ , $3$ , $13$ , $5$
15605	Encontre a Média	1.01*20 , 0	$1.01 \cdot 20$ , $0$
15606	Encontre a Média	1.1 , 4.2 , 5.6 , 7.3 , 7.3	$1.1$ , $4.2$ , $5.6$ , $7.3$ , $7.3$
15607	Encontre a Média	2.20÷490 , 0 , 0	$2.2 \div 490$ , $0$ , $0$
15608	Encontre a Média	2.81 , 2.3 , 2.31 , 2.25	$2.81$ , $2.3$ , $2.31$ , $2.25$
15609	Encontre a Média	2 13/32 , 2 7/82 9/162 5/16	$2 \frac{13}{32}$ , $2 \frac{7}{8} \cdot 2 \frac{9}{16} \cdot 2 \frac{5}{16}$
15610	Encontre a Média	2 5/32 , 2 7/82 9/162 7/16	$2 \frac{5}{32}$ , $2 \frac{7}{8} \cdot 2 \frac{9}{16} \cdot 2 \frac{7}{16}$
15611	Encontre a Média	20%*91	$20 % \cdot 91$
15612	Encontre a Média	20 , 0	$20$ , $0$
15613	Encontre a Média	20 , 0*2%	$20$ , $0 \cdot 2 %$
15614	Encontre a Média	2 , 3 , 5 , 7 , 8 , 8 , 9	$2$ , $3$ , $5$ , $7$ , $8$ , $8$ , $9$
15615	Encontre a Média	20 , 0-2 , 500	$20$ , $0 - 2$ , $500$
15616	Encontre a Média	Round 2 , 636 to the nearest hundred.	Round $2$ , $636$ to the nearest hundred.
15617	Encontre a Média	200 , 0-150 , 0 , 0	$200$ , $0 - 150$ , $0$ , $0$
15618	Encontre a Média	21 , 21 , 19 , 19	$21$ , $21$ , $19$ , $19$
15619	Encontre a Média	21 , 33 , 45	$21$ , $33$ , $45$
15620	Encontre a Média	21 , 41 , 61 , 81	$21$ , $41$ , $61$ , $81$
15621	Encontre a Média	21 , 64÷4	$21$ , $64 \div 4$
15622	Encontre a Média	22 , 110	$22$ , $110$
15623	Subtraia	3 1/3-2 2/5	$3 \frac{1}{3} - 2 \frac{2}{5}$
15624	Encontre a Média	229 , 534÷102	$229$ , $534 \div 102$
15625	Encontre a Média	23 , 25-7 , 5+5 , 6	$23$ , $25 - 7$ , $5 + 5$ , $6$
15626	Encontre a Média	23÷22 , 890	$23 \div 22$ , $890$
15627	Encontre a Média	2333333333-0 , 1555555555	$2333333333 - 0$ , $1555555555$
15628	Encontre a Média	234 , 0÷8	$234$ , $0 \div 8$
15629	Encontre a Média	238 , 992 , 1029	$238$ , $992$ , $1029$
15630	Encontre a Média	s=[65,90,85,70,70,95,55]	$s = [65, 90, 85, 70, 70, 95, 55]$
15631	Encontre a Média	s=[85,90,68,75,79]	$s = [85, 90, 68, 75, 79]$
15632	Encontre a Média	the median is 3	the median is $3$
15633	Encontre a Média	24÷10 , 958	$24 \div 10$ , $958$
15634	Encontre a Média	the answer is 1 , 616	the answer is $1$ , $616$
15635	Encontre a Média	240 , 911 , 717 , 838 , 618 , 844 , 826 , 483 , 197 , 161 , 343	$240$ , $911$ , $717$ , $838$ , $618$ , $844$ , $826$ , $483$ , $197$ , $161$ , $343$
15636	Encontre a Média	24-9 , 79+72	$24 - 9$ , $79 + 72$
15637	Encontre a Média	25 , 0+15.50	$25$ , $0 + 15.5$
15638	Encontre a Média	25 , 0÷6	$25$ , $0 \div 6$
15639	Encontre a Média	25 , 100.00*0.25	$25$ , $100 \cdot 0.25$
15640	Encontre a Média	25 , 26 , 29 , 21 , 23 , 18 , 15 , 25 , 29 , 24 , 26 , 28	$25$ , $26$ , $29$ , $21$ , $23$ , $18$ , $15$ , $25$ , $29$ , $24$ , $26$ , $28$
15641	Encontre a Média	25 , 349 , 423÷100 , 0 , 0	$25$ , $349$ , $423 \div 100$ , $0$ , $0$
15642	Encontre a Média	the following pulse rates were recorded for a group of 15 students. how many pulse rates were lower than the mean 85 , 80 , 84 , 83 , 63 , 70 , 87 , 73 , 85 , 73 , 76 , 80 , 68 , 82 , 66	the following pulse rates were recorded for a group of $15$ students. how many pulse rates were lower than the mean $85$ , $80$ , $84$ , $83$ , $63$ , $70$ , $87$ , $73$ , $85$ , $73$ , $76$ , $80$ , $68$ , $82$ , $66$
15643	Encontre a Média	25.12 , 25.29 , 24.95 , 25.55	$25.12$ , $25.29$ , $24.95$ , $25.55$
15644	Encontre a Média	the percentage of scores between 90 and 120 is	the percentage of scores between $90$ and $120$ is
15645	Encontre a Média	250 , 400 , 372 , 325	$250$ , $400$ , $372$ , $325$
15646	Encontre a Média	the quotient of x and 6	the quotient of $x$ and $6$
15647	Encontre a Média	254 , 248 , 254 , 249 , 298	$254$ , $248$ , $254$ , $249$ , $298$
15648	Encontre a Média	25-50 , 0	$25 - 50$ , $0$
15649	Encontre a Média	26 , 250*0.15	$26$ , $250 \cdot 0.15$
15650	Encontre a Média	26 , 703 , 0	$26$ , $703$ , $0$
15651	Encontre a Média	265÷287 , 327	$265 \div 287$ , $327$
15652	Encontre a Média	27.9 , 28.3 , 27.9	$27.9$ , $28.3$ , $27.9$
15653	Encontre a Média	273 , 264 , 268	$273$ , $264$ , $268$
15654	Encontre a Média	28 , 35 , 35 , 50 , 56 , 63 , 72 , 84 , 88 , 88	$28$ , $35$ , $35$ , $50$ , $56$ , $63$ , $72$ , $84$ , $88$ , $88$
15655	Encontre a Média	28 , 636.47+3 , 501.412	$28$ , $636.47 + 3$ , $501.412$
15656	Encontre a Média	28.8%*468	$28.8 % \cdot 468$
15657	Encontre a Média	28.9 , 29.4 , 28.9	$28.9$ , $29.4$ , $28.9$
15658	Encontre a Média	284 , 99 , 609÷3 , 710 , 614	$284$ , $99$ , $609 \div 3$ , $710$ , $614$
15659	Encontre a Média	29 , 18200 , 18200 , 18200 , 18200 , 18200 , 16600 , 16600 , 16600 , 16600 , 11000	$29$ , $18200$ , $18200$ , $18200$ , $18200$ , $18200$ , $16600$ , $16600$ , $16600$ , $16600$ , $11000$
15660	Encontre a Média	29 , 210-4%	$29$ , $210 - 4 %$
15661	Encontre a Média	29 , 376÷29	$29$ , $376 \div 29$
15662	Encontre a Média	the sum of a number divided by 5 and 3 equals 6	the sum of a number divided by $5$ and $3$ equals $6$
15663	Encontre a Média	13 , 8 , 23 , -7 , -6	$13$ , $8$ , $23$ , $- 7$ , $- 6$
15664	Encontre a Média	13 , 14 , 16 , 18	$13$ , $14$ , $16$ , $18$
15665	Encontre a Média	13 , 15 , 16 , 17	$13$ , $15$ , $16$ , $17$
15666	Encontre a Média	13 , 6 , 5 , -2 , -7	$13$ , $6$ , $5$ , $- 2$ , $- 7$
15667	Encontre a Média	the sum of x and 6.5 is 11.9	the sum of $x$ and $6.5$ is $11.9$
15668	Encontre a Média	u=(-8,5)	$u = (- 8, 5)$
15669	Encontre a Média	14 , 8 , 18 , -6 , -8	$14$ , $8$ , $18$ , $- 6$ , $- 8$
15670	Encontre a Média	145%*2300	$145 % \cdot 2300$
15671	Encontre a Média	145 , 0 , 0÷1.16	$145$ , $0$ , $0 \div 1.16$
15672	Encontre a Média	148%*13	$148 % \cdot 13$
15673	Encontre a Média	1483 , 1483 , 1450 , 1381 , 1283	$1483$ , $1483$ , $1450$ , $1381$ , $1283$
15674	Encontre a Média	unit rate of 3 , 200 covered by 8gal	unit rate of $3$ , $200$ covered by $8 gal$
15675	Converta em uma Fração Imprópria	3 3/4	$3 \frac{3}{4}$
15676	Encontre a Média	15 , 19 , 23 , 27	$15$ , $19$ , $23$ , $27$
15677	Encontre a Média	-15 , -21 , -17 , -19	$- 15$ , $- 21$ , $- 17$ , $- 19$
15678	Encontre a Média	3 , 5 , 7 , 9 , 11	$3$ , $5$ , $7$ , $9$ , $11$
15679	Encontre a Média	15+3.22+0.4074+0 , 293	$15 + 3.22 + 0.4074 + 0$ , $293$
15680	Encontre a Média	150 , 125 , 135 , 138 , 152 , 156 , 190	$150$ , $125$ , $135$ , $138$ , $152$ , $156$ , $190$
15681	Encontre a Média	157 , 250÷925 , 0	$157$ , $250 \div 925$ , $0$
15682	Encontre a Média	What are 7 peices of data that have a balance point of 25 , a median of 24 , and a mode of 32	What are $7$ peices of data that have a balalnce point of $25$ , a median of $24$ , and a mode of $32$
15683	Encontre a Média	16 , 46^(1/6)	$16$ , $46^{\frac{1}{6}}$
15684	Encontre a Média	16.7 , 12.5 , 2.8 , 7.1	$16.7$ , $12.5$ , $2.8$ , $7.1$
15685	Encontre a Média	168 , 200÷1.2	$168$ , $200 \div 1.2$
15686	Encontre a Média	what are the three terms 2.5 and 8.5	what are the three terms $2.5$ and $8.5$
15687	Encontre a Média	17 , 19 , 29 , 18 , 14 , 29	$17$ , $19$ , $29$ , $18$ , $14$ , $29$
15688	Encontre a Média	17 , 20 , 19 , 26	$17$ , $20$ , $19$ , $26$
15689	Encontre a Média	17 , 932÷55	$17$ , $932 \div 55$
15690	Encontre a Média	171 , 937÷807	$171$ , $937 \div 807$
15691	Encontre a Média	17483 , 14987 , 13587 , 14600 , 18580 , 14982	$17483$ , $14987$ , $13587$ , $14600$ , $18580$ , $14982$
15692	Encontre a Média	175*4 , 90	$175 \cdot 4$ , $90$
15693	Encontre a Média	179 , 2÷5 , 6	$179$ , $2 \div 5$ , $6$
15694	Encontre a Média	18 , 0÷0.03	$18$ , $0 \div 0.03$
15695	Encontre a Média	18 , 10	$18$ , $10$
15696	Encontre a Média	18 , 7 , 9	$18$ , $7$ , $9$
15697	Encontre a Média	18 , -9 , 0 , -5	$18$ , $- 9$ , $0$ , $- 5$
15698	Encontre a Média	what dose the digit 6 mean in the following number 432 , 160 , 0	what dose the digit $6$ mean in the following number $432$ , $160$ , $0$
15699	Encontre a Média	1862.11 , 1965.46 , 1353.12 , 1109.34	$1862.11$ , $1965.46$ , $1353.12$ , $1109.34$
15700	Encontre a Média	what is the mean of 1 , 1 , 4	what is the mean of $1$ , $1$ , $4$