Math, asked by samaniarose37, 8 months ago

. In a bookstore, 60 identical books occupy a length
of 1.5 m on a shelf. Find
(i) the length occupied by 50 such books on
a shelf,
(ii) the number of such books needed to completely
occupy a shelf that is 80 cm long.
Please solve this for me step by step proper
I’ll report if answer is wrong

Answers

Answered by anushka10166
2

Answer:

a) 60 books occupy 1.5m of shelf

therefore, 1 book occupies ( 1.5/60m )of shelf

therefore 200 books occupy {(1.5/60) ×200}m of shelf

= (1.5/6) ×20

= 30/6

= 5m of shelf answer

b) now, 5m = 500cm is occupied by 200 books

therefore, 1cm is occupied by (200/500) books

= (2/5) ×80

= 2×16

= 32 books

Answered by tanishkumar54
2

Answer:

(a) 1.25m

(b) 18 books

Step-by-step explanation:

(a) first calculate the length of 1 book

1.5m=150cm

no. of books=60

length=150cm

length of 1 book=150/60

=2.5cm

length of 50 such books=2.5cm* 50

=125cm

=1.25m (answer)

(b) length of one book =2.5 cm

length to be occupied= 80 cm

so,No. of books = 80cm/2.5cm

= 18 books (answer)

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