Question

Height of the top of a tower is 13.5 m above the water level of a summing pool. If depth of the pool is 27/8 m, find in decimals the height of the top of the tower from the bottom of the pool? please answer is will mark you brainlist

Answer 1

Given:

Height of the top of a tower above the water level of a swimming pool is 13.5 m

Depth of the pool = 27/8 m

To find:

The height of the top of the tower from the bottom of the pool i decimals

Solution:

Since the depth of the pool is given as a fraction

So, we will convert the depth of the pool in decimal, ⇒  $\frac{27}{8}$ = 3.375 m

Now, to find the height of the top of the tower from the bottom of the pool, we will have to add the height of the tower and the depth of the pool.

∴ The height of the top of the tower from the bottom of the pool will be,

= [13.5 m] + [3.375 m]

= 16.875 m

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Answer 2

Answer:

16.875m

Step-by-step explanation:

given that,

• height of the tower above the water level=13.5m
• depth of the pool=27/8

27/8 as decimal

=)3.375m

now,

=13.5m + 3.375m

=16.875m

hence, height of the tower from the bottom of the pool will be 16.875m.

thank you, hope it help.