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The objectives of an auditor with regard to the verification of assets include: (i) Assets exist: The auditor's objective is to confirm that the assets recorded in the financial statements actually exist and are tangible assets that can be verified. (ii) Assets belong to the client: The auditor aims to ensure that the assets are owned by the client and not by any other entity or individual. This involves verifying legal ownership and title to the assets. (iii) Assets are in possession of the client: The auditor's objective is to confirm that the assets are physically in the possession of the client and not held by any third party. (iv) Assets are not subject to undisclosed encumbrances or liens: The auditor seeks to determine whether there are any undisclosed encumbrances or liens on the assets, such as mortgages, pledges, or other forms of security interests that could affect the client's ownership or rights over the assets.
In the given figure, AB, AE, EF, FG and GB are semicircles. AB = 56 cm and AE = EF = FG = GB. What is the area (in cm2) of the shaded region?...
The length of the diagonal of a rectangle is 25 cm, and the ratio of its length to its breadth is 4:3. Find the area of the rectangle.
In the given figure CD is parallel to AB then ∠y is?
In ΔABC, PQ is parallel to BC If AP: PB= 2:5 and AQ= 2 cm, AC is equal to?
If G is the centroid and AD, BE, CF are three medians of ∆ABC with area 60 cm² , then the area of ∆EFG is?
If G is the centroid and AD, BE, CF are three medians of ∆BDG with area 6cm 2 , then the area of ∆ABC is?
In ΔABC, PQ is parallel to BC If AP: PB= 3:2 and AQ= 6 cm, AC is equal to?
The area of the largest triangle inscribed in a semi-circle of radius R is-
The length of the each side of an equilateral triangle is 42√3 cm . The area of circumcircle, (cm 2 ) is
If G is the centroid and AD, BE, CF are three medians of ∆ABC with area 72 cm 2 , then the area of ∆BDG is?