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dybincka [34]
3 years ago
9

In a election, there are a total of 80,000 voters and there are two candidates, X and Y. Only 80% of the voters go for polls to

vote. Out of these voters, 60% votes for X. How many votes does Y get?
Mathematics
1 answer:
loris [4]3 years ago
6 0

Answer:

  38,400 for X

  25,600 for Y

Step-by-step explanation:

X got 60% of 80% of 80,000 votes, so ...

  80,000·0.80·0.60 = 38,400

X got 38,400 votes.

__

Y got 40% of 80% of 80,000 votes, so ...

  80,000·0.80·0.40 = 25,600

Y got 25,600 votes.

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Does anyone know what b is?
sveticcg [70]

Answer: b = 17

Step-by-step explanation: The figure shows a triangle which upon closer observation is actually two triangles placed one inside the other. We have triangle QTR (the larger one) and triangle PTS (the smaller one).

The line PS is parallel to line QR, so in effect what we have here are two similar triangles. The ratios of similarity can be derived as

Line QT/line TR = line PT/line TS OR

Line QT/line QR = line PT/line PS.

With these ratios in mind we can now write the following expressions from the similar triangles;

QT = 2b + (2b - 17) and

TR = 16 + 8

TR = 24

Hence,

2b/16 = 2b + (2b - 17)/24

(That is, PT/TS = QT/TR)

2b/16 = (4b - 17)/24

By cross multiplication we now have,

2b(24) = 16(4b - 17)

By expanding the brackets we now have

48b = 64b - 272

By collecting like terms, 64b now moves to the left side of the equation and becomes negative

48b - 64b = -272

-16b = -272

Divide both sides of the equation by -16

b = 17

**Note** A negative number divided by another negative number yields a positive answer.

7 0
3 years ago
An oak tree is 120 feet taller than the adjacent house. If the tree is also two and a half times the height of the house, how ta
Harman [31]
Let height of house be x.

Oak tree = 120 + x

Also given,

Oak tree = 2.5x

120 + x = 2.5x

1.5x = 120

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3x = 240

x = 80

Hence, the height of the house is 80 ft.
3 0
4 years ago
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