Math, asked by rachit2457, 6 months ago

Question 15: How many people had come to watch the movie?
a) 766
b) 700
c) 846
d) 864​

Answers

Answered by agmine12
102

Answer:

d) 864

Step-by-step explanation:

We Know that:-

Number Of Children In The Theatre = 540

Ratio Between Adults And Children Present In The Theatre = 3:5

Let's Assume that :-

3x' Is the number of Adults Present

& 5x' is the number of Children Present

Therefore, Total Number Of People Present In the Theatre = 3x + 5x = 8x

And We know that...

5x = 540

Therefore, x = 540/5

= 108

Therefore, The Number of Adults Present in the Theatre

= 3x

= 3 × 108

= 324

Therefore, 3x + 5x

=( 3 × 108 ) + ( 5 × 108 )

= 324 + 540

= 864

ALTERNATIVE METHOD :-

We know that x = 108

And We can directly Find 8x now

8 x = 8 × 108

= 864

INFORMATION

* I have Found The Information From PISA CCT 7

The Information like:-

540 Children

3:5 Ratio

Hope The Explanation Helps

Answered by amitnrw
1

Given :  movie time

That day, the ratio of the number of adults to children was 3:5.

Each person had a seat in the Balcony or had a seat in the Stalls.

2 /15 of the children had seats in the Stalls.

468 children had seats in the Balcony.

There were exactly 1200 seats in the theatre.

To Find  :

Question 14: How many children had come to watch the movie?

a) 324

b) 540

c) 432

d) 243

Question 15: How many people had come to watch the movie?

a) 766

b) 700

c) 846

d) 864

What percentage of seats was occupied in the theatre?

a) More than 70%

b) Less than 70%

c) More than 75%

d) More than 80%​

Solution:

Let say children were = 15C

in stalls = (2/15)15C = 2C

in Balcony = 15C - 2C = 13C

=> 13C = 468

=> C = 36

=> Children = 15C = 15 * 36  =   540

540 children had come to watch the movie

ratio of the number of adults to children was 3:5.

=> Adults  = (3/5) * 540  =   324

Total attendance = 540  +  324   = 864

 864 people had come to watch the movie

Total Seats = 1200

percentage of seats was occupied in the theatre that day = (864/1200) *100

= 72 %

More than 70% was occupied in the theatre that day

 

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