Kusu wants to buy a scooter and she needs Rs. 295000 to buy its. For it she saves Rs.10000 for the first month and increases the saving by Rs. 500 every month. From a sequence from the monthly saving. Which sequence is formed from the monthly saving? After how many months can she buy the scooter ?

the sequence formed from the monthly savings is Rs. 10,000, Rs. 10,500, Rs. 11,000, Rs. 11,500, and so on. Kusu will be able to buy the scooter after 236 months.

Step-by-step explanation:

To find the sequence formed from the monthly savings, we can start with the initial savings of Rs. 10,000 and increase it by Rs. 500 every month.

1. First month: Rs. 10,000

2. Second month: Rs. 10,000 + Rs. 500 = Rs. 10,500

3. Third month: Rs. 10,500 + Rs. 500 = Rs. 11,000

4. Fourth month: Rs. 11,000 + Rs. 500 = Rs. 11,500

5. And so on...

The sequence formed from the monthly savings is: Rs. 10,000, Rs. 10,500, Rs. 11,000, Rs. 11,500, and so on.

To find out how many months it will take for Kusu to buy the scooter, we need to compare the total savings with the cost of the scooter, which is Rs. 295,000.

Let's calculate the savings after each month and check when it exceeds Rs. 295,000:

1. First month: Rs. 10,000

2. Second month: Rs. 10,000 + Rs. 500 = Rs. 10,500

3. Third month: Rs. 10,500 + Rs. 500 = Rs. 11,000

4. Fourth month: Rs. 11,000 + Rs. 500 = Rs. 11,500

5. Fifth month: Rs. 11,500 + Rs. 500 = Rs. 12,000

6. Sixth month: Rs. 12,000 + Rs. 500 = Rs. 12,500

7. Seventh month: Rs. 12,500 + Rs. 500 = Rs. 13,000

Continuing this pattern, we can see that the savings will exceed Rs. 295,000 after 236 months. Therefore, Kusu will be able to buy the scooter after 236 months.

In summary, the sequence formed from the monthly savings is Rs. 10,000, Rs. 10,500, Rs. 11,000, Rs. 11,500, and so on. Kusu will be able to buy the scooter after 236 months.