How can you do 461 divided by 3 the old school way

Answers

Answer 1

Answer: $\underline{153.66...=153.\overline{6}=153.(6)}\n461:3\n\underline{3}\n16\n\underline{15}\n.\ 11\n\underline{.\ \ \ 9}\n.\ \ \ 20\n\underline{.\ \ \ 18}\n.\ \ \ \ \ 20\n\underline{.\ \ \ \ \ 18}\n.\ \ \ \ \ \ 2$

$or\n\n\underline{153}\n461:3\n\underline{3}\n16\n\underline{15}\n.\ 11\n\underline{.\ \ \ 9}\nR=2\n\n461:3=153\ and\ +\ remainder=2$

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BRAINLIEST + PointsWhat is the 10th term of the sequence 81, 27, 9...
(Answers in fraction)

1/729

1/243

1/81

1/810

Answers

the next number is 1/81 as they are multiples of 9, yet it must start by the smallest multiple making is 1/81

Which is equal to 52 tens a 52,010 , b 5,210, c 5,200 d 520

Answers

D. 520

52 x 10 (tens) = 520

For example,
In 805 tens this would result to 8,050 wherein 805 is multiplied by 10.

In using the place value chart, you put the 5 in the tens place still resulting to 8,050.

Therefor, eight thousands and 0 hundreds and 5 tens and 0 ones.

Answer:

It d

Step-by-step explanation:

A square photo-display board is made up of 60 rows fo 60 photo each. Area of each square photo is 4 square inches. How long is each side of the display board

Answers

224 is the answer to the question

You want to determine the number of city residents who want to have 38th Street repaved. you randomly survey 15 residents who live on 38th Street. 12 want the street to be repaved and 3 do not. so, you conclude that 80% of city residents want the street to be repaved. is this valid?

Answers

Yes, because 12 out of 15 want the street repaved, 12 divided by 15 equals 0.8 and that would be turned into a percent.

In an election 32 thousand people voted for Mayor Jackson. A total of 56 thousand people voted in the election. What is the ratio of the number of votes that were not for mayor Jackson to the total number of votes in simplest form?

Answers

Answer:

Ratio of the number of votes that were not for mayor Jackson to the total number of votes is 3:7

Step-by-step explanation:

Votes of Mayor Jackson = 32,000

Total Votes = 56,000

Votes not for Mayor Jackson = 56000 - 32000

Votes not for Mayor Jackson = 24000

ratio of the number of votes that were not for mayor Jackson to the total number of votes = Votes not for Mayor Jackson:Total Votes

= 24,000:56,000

=24:56 (divide numerator and denominator by 8)

=3:7

So, ratio of the number of votes that were not for mayor Jackson to the total number of votes is 3:7

Answer:

3 : 7

Step-by-step explanation:

It is given that,

In an election 32,000 people voted for Mayor Jackson

A total of 56,000 people voted in the election.

To find the ratio

Total number of people voted = 56000

Number of people voted for Mayor Jackson = 32000

Number of votes that were not for mayor Jackson = 56000 - 32000 = 24000

The ratio of the number of votes that were not for mayor Jackson to the total number of votes = 24000 : 56000

= 3 : 7

Can you show me how to do Thisss.

Answers

$x=0.\overline{3}\n10x=3.\overline{3}\n10x-x=3.\overline{3}-0.\overline{3}\n9x=3\nx=(3)/(9)=(1)/(3)\n\nx=-0.\overline{2}\n10x=-2.\overline{2}\n10x-x=-2.\overline{2}-(-0.\overline{2})\n9x=-2.\overline{2}+0.\overline{2}\n9x=-2\nx=-(2)/(9)\n\nx=1.\overline{7}\n10x=17.\overline{7}\n10x-x=17.\overline{7}-1.\overline{7}\n9x=16\nx=(16)/(9)=1(7)/(9)$

$x=-2.\overline{6}\n10x=-26.\overline{6}\n10x-x=-26.\overline{6}-(-2.\overline{6})\n9x=-26.\overline{6}+2.\overline{6}\n9x=-24\nx=-(24)/(9)=-2(2)/(3)\n\nx=0.4\overline{6}\n10x=4.\overline{6}\n100x=46.\overline{6}\n100x-10x=46.\overline{6}-4.\overline{6}\n90x=42\nx=(42)/(90)=(7)/(15)$

$x=-1.8\overline{3}\n10x=-18.\overline{3}\n100x=-183.\overline{3}\n100x-10x=-183.\overline{3}-(-18.\overline{3})\n90x=-183.\overline{3}+18.\overline{3}\n90x=-165\nx=-(165)/(90)=-1(5)/(6)$

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