Question
Which of the following statements is/are true?
Statement A :Cool and humid, warm and humid climatic conditions are favorable podzolization and laterization, respectively. Statement B: Pedon is the smallest volume of soil that can be recognized as a soil individual. Statement C: In soil colour indication (2.5Y x 4/2, D) 2.5Y denotes the hue and 4/2 indicates the valueΒSolution
Pedon is the smallest volume of soil that can be recognized as a soil individual. In soil color indication, the notation "2.5Y x 4/2, D" represents the Munsell color system notation. "2.5Y" denotes the hue, which indicates the dominant color of the soil. "4/2" represents the value which indicate the lightness/darkness and intensity of the color.
At a family event, the present ages of Mira and Junaid are in the ratio of 2:5. Moreover, Imran is 7 years younger than Mira. Twelve years ago, Imran's ...
The ratio of age of A and B after 8 years is 4:5 respectively. The ratio of age of A and C 6 years ago is 3:4 respectively. If the present average age o...
The ratio of the present ages of Ginni and Binni is 9:2 respectively. Ginni is βnβ years older than Binni. If after 5 years, the ratio of the ages o...
Present ages of P and Q are in the ratio 3:7 respectively. If Qβs age, 10 years hence from now will be 5 times of Pβs age, 6 years ago from now, the...
- Five years ago, the ratio of age of βAβ to βBβ was 4:5. Seven years from now, their age ratio will be 6:7. Find the present age of βZβ, who is ...
Average age of 4 daughter of a family is 8 years and average age of daughter together with their parents is 16 years. If mother is 4 years younger than...
Present ages of 'A' and 'B' are in the ratio 3:5, respectively. If B's age, 10 years hence from now will be 5 times of A's age, 22 years ago from now, t...
Six years ago, the age ratio of A to B was 5:6. In nine years, their age ratio will become 8:9. Determine the difference between their current ages.
- Present age of βRβ is 30% more than that of βSβ. 4 years ago, βRβ was 1.6 times as old as βSβ. Find the present age of βSβ.
The ratio of the age of βCβ 8 years hence from now, to the age of βDβ 4 years ago from now is 3:1. If the sum of their present ages is 68 years ...