a helical groove in a cylindrical hole (female thread), formed by a tap or lathe tool, or a helical ridge on a cylindrical bar, rod, shank, etc
Spherical bearings are round (ball bearings) while cylindrical bearings are in the shape of elongated rods.
A cylindrical capacitor is a type capacitor in which two conducting cylinders are used and the dielectric medium is placed in between them .The outer most cylinder is earthed .The capacitance of these capacitors are higher than other
210 N/mm2
line choke rating for 35kw drive
the question: a cylindrical tank has a circumference of 13.2, determine the diameter and the cross-sectional area of the tank?
Volume of a cylindrical tank in cubic units: pi*radius2*height
It can have infinitely many values. The surface area of a cylindrical tank can be changed - without affecting its volume - by making is short and squat or tall and thin.
PI*15(to the second power)*30 = 21205.75
Volume = Area of cross section x height
There is no formula that covers all aspects of quadrilaterals. There are different formulae for its area, or its angles.There is no formula that covers all aspects of quadrilaterals. There are different formulae for its area, or its angles.There is no formula that covers all aspects of quadrilaterals. There are different formulae for its area, or its angles.There is no formula that covers all aspects of quadrilaterals. There are different formulae for its area, or its angles.
Such a tank probably has a cylindrical shape, so you can use the formula for a cylinder.
21
Surface area = (2*pi*0.922)+(2*pi*0.92*2.6) = 20.347 m2 to 3 decimal places
you calculate the Area of the circle at the end of the Cylinder and then multiply it by the lenght to the second circle at the end of the cylinder Circle area= Radius*Radius* pi pi being 3.14159265
There are different formulae for their volume, surface area, mass, etc. You have not specified what formula and for what purpose.There are different formulae for their volume, surface area, mass, etc. You have not specified what formula and for what purpose.There are different formulae for their volume, surface area, mass, etc. You have not specified what formula and for what purpose.There are different formulae for their volume, surface area, mass, etc. You have not specified what formula and for what purpose.
Different figures have different formulae; here you will find formulae for the areas of some figures: http://en.wikipedia.org/wiki/Area#Formulae