Question
India State of Forest Report 2023 (ISFR) was recently
released by which of the following:Solution
India State of Forest Report 2023 (ISFR):  Recently, the Ministry for Environment, Forest and Climate Change released the 18th India State of Forest Report 2023 (ISFR 2023).   ISFR has been brought out by the Forest Survey of India (FSI) on a biennial basis since 1987.   The total forest and tree cover of the country is 8,27,356.95 km2 which is 25.17% of the geographical area (GA) of the country.  The country's forest and tree cover has increased by 1,445.81 km², with a 156.41 km² rise in forest cover compared to 2021.Â
A work can be completed by ‘A’ and ‘B’, alone in 10 days and 15 days, respectively. Find the number of days taken by ‘C’ to complete the sam...
Vijay can do a piece of work in 32 days and Sanjay can do the same work in 48 days. If Vijay works for 2 days and got Rs. 960, and the remaining work wi...
30 men can complete a piece of work in 11 days. 15 men started the same work and worked for 8 days, and then joined by ‘x’ more men such that the re...
A can do a piece of work in 21 days and B in 28 days. If they together work on it for 5 days, then the fraction of the work that is left is :Â Â
'Andy' and 'Ben' together can finish some work in 27 days. If 'Andy' alone can finish it in 45 days, then find the time taken by 'Ben' to finish the wor...
An elephant can do a work as fast as two horses ‘A’ and ‘B’ can do it by working together. If horse ‘A’ alone can complete the work in 9 hou...
105 people could complete a work in 36 days. But after they worked together for 7 days their employer wanted the work should be completed in a total of ...
A and B together can do a work in 6 days. If A can alone do the same work in 9 days, then in how many days B alone will do the same work?
‘n’ men working 20 hours a day can complete a work in 8 days while (6n – 4) men working 10 hours a day can complete the same work in 8...
A and B individually can complete the work in 32 days and 48 days respectively. If the time taken by C alone to complete the work is 1.25 times the time...
Relevant for Exams:
