Suparna needs to browse through 75 pages of a novel before she gives her review to the class. She has 2.5 hours before the lecture. What should be her reading speed in pages/hour?

• So we solve this question by unitary method
  
  Reading speed= (Total pages)/(Total number of hours)
  
  =75/2.5
  
  =30
  
  So the required speed will be 30 pages/hour
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• Speed = (Total pages) / (Total hours)
  Speed = 75/2.5 = 30
  so, she has to read 30 pages/hr
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• As we know speed= distance/time
  here the distance is given as 75, and speed is given as 2.5.
  so her reading speed would be 75/2.5 = 30
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• reading speed=total pages/time
  75/2.5
  =30
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• ans=30
  70/2.5(pages per hour)
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• Speed=75/2.5=30 pages/hour
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• reading speed=total pages/total no of hours
  rs=75/2.5
  rs-30
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• let pages =distance =75 pages
  Time given=2.5 hours
  Then according to Formula
  Speed =Distance/Time
  =75/2.5
  =30
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• Reding speed
  
  75×2/5=30
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• the reading speed is 30 pages/hour.
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• 2.5 hours is 25/12
  therefore
  75*12/25=36
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• 75/150 min. =1/2 page in one minutes
  In 1 hour = 30 page
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• The answer should be 30 pages per hour. She has 150 minutes before the lecture. So (75 / 150) * 60 is 30 pages/hour.
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• speed=total pages/given remaining hour
  =75/2.5
  =30 pages/hour
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• no. of pages/no. of hours
  75/2.5=30
  30 pages/hour
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• As she needs 2.5 hours for 75 pages, in one hour she has to complete 75/2.5 i.e. 30 pages. So, her reading speed in pages/hour comes to 30 pages per hour.
  
  If you have any other solution, so let me know. All the best!
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• In 2.5 hours, suparna needs to browse 75 pages
  In one hour,
  75/2.5= 30 pages/hour
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• 75/2.5 =30
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• 75/2.5=30 per hour
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