Hi Romit, Please mention the point you're unable to understand in the given solution and also, share the image of the same so that I can help you out with the same quickly.

Hi Shikhar.So the first graph is giving the data of annual production as well as annual export. So, we can say that annual consumption = annual production - annual exportAnd, we have the per capita consumption data for every year in the second graph.So, for any year, population = annual consumption / per capita consumptionSo, using this, you can find the population for each year and mark the option for which the population is the highest.Ex. Annual consumption in 1996 = 200000 - 155000 = 45000 kgPopulation in 1996 = annual consumption in 1996 / per capita consumption in 1996 = 45000/35 = 1429 people approximatelySimilarly, you can find for other years as well.

Hi there!Your doubt will be addressed in today’s live doubt class, taking place on 16th May at 6:00 PMLive Class Link: https://dashboard.catking.in/courses/439/contents/266594/?content_detail_v2=trueIn case you miss the class - You can still access the recording using the same link provided above. This will be the 2nd question that Monika Ma'am will be solving in class.Happy Learning!

DILR DOUBT A Fruit Seller distributed his 150 Fruits among his 4 son. umber of Fruits received by the second son is a two-digit number of the form 'pq', the number of Fruits received by the first son is a two-digit number of the form 'qp', where p, q are digits from 0 to 9 not necessarily distinct. Product of the number of Fruits received by the 4 sons is of the form 'xyzxyz' where x, y, z are digits from 0 to 9, not necessarily distinct. Product of the number of Fruits received by the first two sons ends with a zero.What can be the maximum numberof Fruits that could have beenobtainedby any 3 sons puttogether?

DILR DOUBT A Fruit Seller distributed his 150 Fruits among his 4 son. umber of Fruits received by the second son is a two-digit number of the form 'pq', the number of Fruits received by the first son is a two-digit number of the form 'qp', where p, q are digits from 0 to 9 not necessarily distinct. Product of the number of Fruits received by the 4 sons is of the form 'xyzxyz' where x, y, z are digits from 0 to 9, not necessarily distinct. Product of the number of Fruits received by the first two sons ends with a zero.What can be the maximum numberof Fruits that could have beenobtainedby any 3 sons puttogether?

dilr doubt i have a doubt in catking lod1 - data interpretation - bar graph book. In practice question. question no.2 how population is calculated please explain that?

dilr doubt i have a doubt in catking lod1 - data interpretation - bar graph book. In practice question. question no.2 how population is calculated please explain that?

DILR DOUBT image.png 163.53 KB

DILR DOUBT image.png 163.53 KB