In a large housing complex, there are 15 small
buildings and 22 large buildings. Each of the large
buildings has 10 floors with 2 apartments on each
floor. Each of the small buildings has 12 floors with
3 apartments on each floor. How many apartments
are there in all.
Answers
Answer:
980
Step-by-step explanation:
Complete step-by-step solution:
Step 1: As per the given information in the question, the total number of large buildings are 22
in which each building has 10
floors with 2
apartments on each floor.
So, we will calculate the total number of floors in all 22
large buildings as shown below:
Total number of floors(large)=22×10
By multiplying on the RHS side of the above expression we get:
⇒Total number of floors(large)=220
Now as we know that each floor has 2
apartments so we will calculate the total number of apartments as shown below:
⇒Total number of apartments(large)=220×2
By multiplying on the RHS side of the above expression we get:
⇒Total number of apartments(large)=440
………………….. (1)
Step 2: Now, we know that the total number of small buildings are 15
in which each building has 12
floors with 3
apartments on each floor.
So we will calculate the total number of floors in all 15
small buildings as shown below:
Total number of floors(small)=15×12
By multiplying on the RHS side of the above expression we get:
⇒Total number of floors(small)=180
Now as we know that each floor has 3
apartments so we will calculate the total number of apartments as shown below:
⇒Total number of apartments(small)=180×3
By multiplying on the RHS side of the above expression we get:
⇒Total number of apartments(small)=540
………………….. (2)
Step 3: Now, calculating the total number of apartments by adding the total number of apartments in large and small buildings as shown below:
After adding equation (1) and (2) we get:
⇒Total number of apartments=440+540
After doing addition in the RHS side of the above expression we get:
⇒Total number of apartments=980
Total number of apartments are 980
.
Answer:
980
Step-by-step explanation:
There are 15 small building and each building has 12 floors with 3 apartments on each floor
12 × 3 = 36 (Number of Apartments in one small building)
36 × 15 = 540 (Number of Apartments altogether in small buildings)
There are 22 large buildings and each building has 10 floors and each floor has 2 apartments
10 × 2 = 20 (Number of Apartments in one large building)
20 × 22 = 440 (Number of Apartments altogether in large buildings)
Number of Apartments altogether = 540 + 440
= 970
Altogether there are 980 Apartments