MATHEMATICS MIDDLE SCHOOL

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 1
Answer:

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 2
Answer:

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

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Answers

You can use the proportion (is)/(of) or (part)/(whole) = (percent)/(100), where you fill in what you know, crossmulitply, and solve for x. You can also write it as an equation, where of=mulitply and is=equal to, and the percent is expressed as a decimal. Your two different equations would be .34x120=x and (x)/(120)=(34)/(100)

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Answers


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Answers

Lets say that this number is x

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PLEASE HELP!! In a recent student government election, the ratio of students who voted for the winner to all the students who voted was 0.88. The number of students who voted was 125. How many votes did the winner get?

Answers

Well,

The the ratio of (number of students who voted for the winner) to (total number of students who voted) is 0.88:1.00 (note that .88 (or 88%) represents the number of students who voted for the winner.

We can re-write the decimal as a percent.
88% of the students voted for the winner.

The total number of students who voted was 125.  Therefore (.88)125 = number of students who voted for the winner.

(.88)125 = 110

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In circle C, r = 32 units. What is the area of circle C?

Answers

Hello!

The formula for finding area of a circle is: π · r²

r = 32
32² = 32 × 32 = 1024

π = 3.14

1024 × 3.14 = 3,215.36

Area = 3,215.36 units or 1,024π
Area formula = x r^(2 )
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Answers

It will happen again at 1:05  which is 1 hour and 5 minutes
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