To find out how much Ekta will earn in 30 days, we can use the concept of proportionality. Since the amount she earns is directly proportional to the number of days she works, we can set up a proportion:
\[\frac{\text{Earnings in 10 days}}{\text{Number of days}} = \frac{\text{Earnings in 30 days}}{30}\]
Given that Ekta earns 3000 Rs. in 10 days, we can write this as:
\[\frac{3000}{10} = \frac{X}{30}\]
where \(X\) is the amount she will earn in 30 days. Solving for \(X\):
\[X = \frac{3000 \times 30}{10} = 9000\]
So, Ekta will earn 9000 Rs. in 30 days.
Write first five multiples of :
| Column 1 | Column 2 |
| (i) 35 | (a) Multiple of 8 |
| (ii) 15 | (b) Multiple of 7 |
| (iii) 16 | (c) Multiple of 70 |
| (iv) 20 | (d) Factor of 30 |
| (v) 25 | (e) Factor of 50 |
| (f) Factor of 20 |
Cost of 5 kg of wheat is 91.50 Rs.
(a) What will be the cost of 8 kg of wheat?
(b) What quantity of wheat can be purchased in Rs.183?
Shaina pays Rs.15000 as rent for 3 months. How much does she has to pay for a whole year, if the rent per month remains same?
Write first five multiples of :
| Column 1 | Column 2 |
| (i) 35 | (a) Multiple of 8 |
| (ii) 15 | (b) Multiple of 7 |
| (iii) 16 | (c) Multiple of 70 |
| (iv) 20 | (d) Factor of 30 |
| (v) 25 | (e) Factor of 50 |
| (f) Factor of 20 |