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Licemer1 [7]
3 years ago
6

Thirty-eitght percent of the students at GW is bus riders and eight percent are car riders. What is the fraction decimal and per

cent of the students who do not catch the bus or get picked up after school?
Mathematics
1 answer:
Snezhnost [94]3 years ago
3 0
38+8= 46% of students at GW who ride buses and cars.
That means that 54% did not ride the bus or car. 
Fraction= 54/100= 27/50
Decimal= .54
Percent= 54%



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</span> <span> Gross Income <span>    52,988.00 </span> <span>   43,829.00 </span> <span>   49,789.00 </span> <span>   46,912.00
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</span> </span> <span> <span># of exemption </span> <span>         3 </span><span>               1 </span><span>               2 </span><span>               2 
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(# of exemption * 3,650)

</span> </span> <span> </span> <span> taxable income <span>   33,688.00 </span> <span>   34,479.00 </span> <span>   34,139.00 </span> <span>   33,912.00
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Among the workers, DANTE has the lowest taxable income last year. </span></span></span></span>
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Step-by-step explanation:

7 0
2 years ago
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Ellen saved $2000 and she spent 10% of it to buy a bike. Kim saved 8% more than that of Ellen's left savings. If Lisa saved 60%
enyata [817]

Answer: Lis saved $1166.4 .

Step-by-step explanation:

Given , Ellen saved $2000 and she spent 10% of it to buy a bike.

Then, Ellen's left saving = saved amount - 10% of  (saved amount)

= $2000 - 0.10 x $2000 <em>[We convert perecntage to decimal by diving it by 100]</em>

= $2000 - $200

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So, Ellen's left saving= $1800

Also, Kim saved 8% more than that of Ellen's left savings.

Kim's Saving = Ellen's left saving + 8% of (Ellen's left saving)

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= $1800 +  $144

i.e. Kim's Saving= $1944

If Lisa saved 60% as much as Kim, then Lisa's saving  = 60% of (Kim's Saving)

= (0.60) x ($1944) <em>[We convert perecntage to decimal by diving it by 100]</em>

i.e. Lisa's saving = $1166.4

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