Kate reads 60 pages of a book on the first day. this was 20% more than the number of pages she read on the second day. given that she read 1/6 of the book on the second day, then find the total number of pages in the book.
Answers
Answer:
Total number of pages in the book = 300
Step-by-step explanation:
Number of pages of book read by Kate on first day = 60
Given that Kate read 1/6 of book on second day
Let total number of pages in book = x
Number of pages of book read by Kate on second day = x/6
Also, given that 60 was 20% more than number of pages read by Kate on second day
Thus, we get
x/6 + (x/6) * 0.2 = 60
x/6 + 0.2x/6 = 60
1.2x/6 = 60
1.2x = 360
x = 360/1.2
x = 300
Answer:
Total number=300
Step-by-step explanation:
Number of pages of book read by Kate on first day = 60
Given that Kate read 1/6 of book on second day
Let total number of pages in book = x
Number of pages of book read by Kate on second day = x/6
Also, given that 60 was 20% more than number of pages read by Kate on second day
Thus, we get
x/6 + (x/6) * 0.2 = 60
x/6 + 0.2x/6 = 60
1.2x/6 = 60
1.2x = 360
x = 360/1.2
x = 300