Question
A hemispherical bowl with an internal radius of 15 cm is
full of liquid. This liquid will be filled in cylindrical bottles with a radius of 5 cm and a height of 7 cm. How many bottles are required to empty the bowl? type-sscSolution
Given – the radius of the hemispherical bowl= 15cm The volume of the hemispherical bowl =2/3 πr3 =2/3×22/7×15×15×15 = (44×225×5)/7  Volume of hemispherical bowl= (44×225×5)/7 Now radius of cylindrical bottles = 5cm. and height =6cm So, the volume of cylindrical bottles = πr²h =22/7 ×25×6 Number of the bottles = (44×225×5)/7)/ (22/7 ×25×6)  =15 Number of the bottles = 15
A limitation of a Data Flow Diagram (DFD) is that it:Â
Calculate Total asset turnover ratio of the company?
A company reverses an earlier impairment loss because of estimates that indicate recovery. How is reversal treated?
How much deduction under section 80TTA of Income Tax Act is allowed?
The accounting for 'Government Grants' is prescribed under:
What is the primary purpose of GSTR-1 in the GST (Goods and Services Tax) system?
Which of the following best describes working capital financing preference for short-term seasonal needs?
   What does the acronym "OCI" stand for in accounting and financial reporting?
X and Y are partners sharing profits in the ratio 3:2. Z is admitted for 1/5th share in future profits, and he brings goodwill of ₹50,000 in cash. The...
Which of the following books is NOT mandated to be maintained under the Companies Act, 2013?
Relevant for Exams:
