The correct answers are:
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 1)  " 0.8 = 80 % " .
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 2) " 
 = 62. 5 % " .
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 3)  " 0.01 = 1 % " . 
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Explanation: 
To solve:
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Write the numbers:  " 0.8 " ; " 5/8 " ; and: " 0.01 " ; as "percentages" .
To write a "number" as a "percentage" :
-  Multiply that "number" by "100" ;  AND: 
 
 → that is: " % " ; 
 → to denote the "percentage" ; or, "parts per hundred" .
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Let us start with the number: " 0.8 " .
 → " 0.8 " * 100 = ?
 → Take the decimal point, and move it 2 decimal spaces to the right; since we are "multiplying" by "100" (which has "2 zeros") ; 
 → 0.8 * 100 = ? ; If we move the decimal space "one space" forward, we have: "8" . If we move the decimal space yet "one more space forward" ;
 → "8." to: " 80 " .
→ Then we add the "percent symbol":
 → " 80 " ; to: " 80 % "
Answer:  " 0.8 = 80 % " .
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Other method:
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→ Note that "percentage" means: "parts per hundred" :
→ Given: " 0.8 " ; Convert to a "percentage" :
→ " 0.8 = 
 " ; 
 → " 
 " ;
 → Find the "?" value.
 → To do so; look at the "denominators" :
 → " 10 * (what) = 100 " ? 
 → Divide each side by "10" ;
 → " [10 * what ] / 10 = 100 / 10 " ;
 → to get: 
 → " [what] " = "10" . 
 → So; " 
 " ;
 → If "{10 * 10 = 100}" ; then, "{8 * 10 = 80}" .
 → So; " {?} " = " 80 " . 
 → So; " 
 " ;
 → As such: " 0.8 " = " (
) " ;
 = " 80 " parts per hundred ;
 = " 80 %  " .
Answer:  " 0.8 " = 80 % " . 
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Now, let convert: "(
)" ; into a percentage.
→ Multiply by "100" ;
→ "(
)" * 100 ;
→ "(
) * (
)" ;
→ "(
)" ;
→ "(
)" ;
 = " { 500 ÷ 8 } " ;
  =  " 62. 5 " ;
→ Now, add the "percent symbol" ;
 → " 62. 5 " ; → 62. 5 % " .
Answer: " 
 = 62. 5 % " .
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Now, let us finish with our last "given value": 
Convert: " 0.01 " ; to a "percentage" :
→ " 0.01 " * 100 = ?
 → Take the decimal point, and move it 2 decimal spaces to the right; since we are "multiplying" by "100" (which has "2 zeros") ; 
 → 0.01 * 100 = ? ; If we move the decimal space "2 spaces forward" , we have: " 1 " . 
As such: 
 → " 0.01 " to: " 1 " .
→ Then we add the "percent symbol":
 → " 1 " ; to: " 1 % " .
Answer: " 0.01 = 1 % " . 
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Hope this answer is of help to you. 
Best wishes!
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