Advertisements
Advertisements
प्रश्न
A worker is paid Rs 210 for 6 days work. If his total income of the month is Rs 875, for how many days did he work?
Advertisements
उत्तर
Let x be the number of days for which the worker is paid Rs 875.
| Income (in Rs.) | 210 | 875 |
| Number of days | 6 | x |
\[\text{ Since the income of the worker and the number of working days are in direct variation, we have: } \]
\[\frac{210}{875} = \frac{6}{x}\]
\[ \Rightarrow 210 \times x = 875 \times 6\]
\[ \Rightarrow x = \frac{875 \times 6}{210}\]
\[ = \frac{5250}{210}\]
\[ = 25\]
\[\text{ Thus, the required number of days is 25 } .\]
APPEARS IN
संबंधित प्रश्न
Complite the following table given that x varies directly as y .
| x | 3 | 5 | 7 | 9 |
| y | ... | 20 | 28 | ... |
The amount of extension in an elastic spring varies directly with the weight hung on it. If a weight of 250 gm produces an extension of 3.5 cm, find the extension produced by the weight of 700 gm.
In 10 days, the earth picks up 2.6 × 108 pounds of dust from the atmosphere. How much dust will it pick up in 45 days?
If 9 girls can prepare 135 garlands in 3 hours, how many girls are needed to prepare 270 garlands in 1 hour?
A truck requires 108 liters of diesel for covering a distance of 594 km. How much diesel will be required to cover a distance of 1650 km?
Assuming land to be uniformly fertile, the area of land and the yield on it vary ______
When two quantities x and y are in ______ proportion or vary ______ they are written as `x oo y`.
If 45 persons can complete a work in 20 days, then the time taken by 75 persons will be ______ hours.
The number of workers and the time to complete a job is a case of direct proportion.
l varies directly as m and l is equal to 5, when `m = 2/3`. Find l when `m = 16/3`.
