Question
The income of P is 2/3rd of the income of Q
and income of R is 40% more than the income of Q. Income of Q is Rs.21000 and expenditure of P is 25% of the expenditure of R. If R saves 30% of his income, then find the savings of P.Solution
Income of Q = Rs.21000 Income of P = 2/3 × 21000 = Rs.14000 Income of R = (140/100) × 21000 = Rs.29400 Savings of R = 29400 × (30/100) = Rs.8820 Expenditure of R = 29400 - 8820 = Rs.20580 Expenditure of P = (25/100) × 20580 = Rs.5145 Savings of P = 14000 - 5145 = Rs.8855
A rectangular ground is 75 metre long and 55 metre broad. If two 15 metre wide paths one parallel to the breadth and one parallel to the length, of the�...
The ratio of the breadth to the length of a rectangular field is 3:4. The total cost of cutting the grass of the field at the rate of Rs 12 per m2<...
A rectangular field is 35 m long and 24 m wide. Find the cost of levelling it at Rs. 8 per square metre.
If √Ì…1Ì…2Ì…-Ì…2Ì…√Ì…3Ì…5Ì… + √Ì…8Ì…+Ì…2Ì…√Ì…1Ì…5Ì… = √a + √b, where a and b are positive integers, then the value o...
Find the surface area of the smallest cube that can perfectly fit a sphere of volume 2304Ï€ cm3 inside it. Â
Find the circumference and area of a circle with radius 10.5 cm. Take π = 22/7.
The ratio of the curved surface area and total surface area of a cylinder is 16 : 17 . If the curved surface area of the cylinder is 308m². Find th...
A conical tent of height 5m and base diameter 24m was erected by a company in a park. Find the curved surface area of the tent (in m²).
A cuboidal water tank with dimensions 32 metres × 22 metres × 28 metres is filled to 40% of its total capacity . The water is then transferred to a cy...
The dimensions of a cuboidal box are in the ratio 3:2:1. If the total volume of the box is 546.75 cm³, determine its lateral surface area.