The diameter x of a circle is found by measurement to be 5 cm with maximum error is 0.05 cm. The approximate maximum error in the area is

The diameter x of a circle is found by measurement to be 5 cm with maximum error of 0.05 cm. The approximate maximum error in the area is

The diameter x of a circle is found by measurement to be 5 cm with maximum error of 0.05 cm. The relative error in the area is

The diameter of a circle found by measuring 5.2 cms with a maximum error 0.05 cms. The maximum error in its area is

The circumference of a circle is measured as 14 cm with an error of 0.01 cm. The approximate percentage error in the area of the circle is

What do you mean by 'differential of a function? The radius of a sphere was found by measurement as 20 cm. if the maximum error in this measurement is 0.05 cm , find the maximum error that will occur. In the computation of the curved surface of the sphere.

The diameter of a sphere is measured to be 40cm. If an error of 0.02cm is made in it, then find approximate errors in volume and surface area of the sphere.

The diameter of a spere is measured to be 40cm. If an error of 0.02 cm is made in it, then find approximate errors in volume and surface area of the sphere.

The diameter of a sphere is measured to be 40 cm. If an error of 0.02 cm is made in it, then find approximate errors in volume and surface area of the sphere.