ABCTE MSE Geometry formulas., Exams of Nursing

A list of geometry formulas and terminology. It covers topics such as volume, surface area, area of different shapes, trigonometry, and transformations. The document also includes conversions and definitions of terms such as acute angle, obtuse angle, and mean. The formulas and terminology presented in this document are useful for students studying geometry at the high school or university level.

Typology: Exams

2021/2022

Available from 07/11/2022

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ABCTE MSE Geometry formulas
Volume of a cone - โœ” V=1/3 (pi)r2 (squared)h
Volume of a cylinder - โœ” V=(pi)r2(squared)h
Surface area of a sphere - โœ” A=4(pi)r2(squared)
Surface area of a cone - โœ” A=(pi)r2(squared) = 2(pi)rl(slant)
Surface area of a cylinder - โœ” A=2(pi)r2(squared) + 2(pi)rh
Volume of a pyramid - โœ” V= 1/3Bh (lxwxh/3)
Volume of a prism - โœ” V=Bh (lxwxh)
Surface area of a 3 dimensional figure - โœ” sum of areas of its faces
Area of a circle - โœ” A=(pi)r2(squared)
Circumference of a circle - โœ” C=2(pi)r
area of a trapezoid - โœ” A=1/2h(b1+b2)
Area of a parallelogram - โœ” A=bh
Perimeter of a rectangle - โœ” 2(l+w)
Formula for Sine - โœ” opposite/hypotenuse
Formula for Cosine - โœ” adjacent/hypotenuse
Formula for Tangent - โœ” opposite/adjacent
Pythagorean Theory - โœ” a2(squared) + b2(squared) = c2(squared)
Name 2 pythagorean triples - โœ” 3-4-5 and 6-8-10
Name 2 more pythagorean triples - โœ” 9-12-15, 5-12-13 and 8-15-17
area of a triangle - โœ” 1/2bh
isosceles triangle - โœ” triangle with AT LEAST 2 equal sides and 2 equal angles.
equilateral triangle - โœ” isosceles triangle with 3 equal sides.
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ABCTE MSE Geometry formulas

Volume of a cone - โœ” V=1/3 (pi)r2 (squared)h Volume of a cylinder - โœ” V=(pi)r2(squared)h Surface area of a sphere - โœ” A=4(pi)r2(squared) Surface area of a cone - โœ” A=(pi)r2(squared) = 2(pi)rl(slant) Surface area of a cylinder - โœ” A=2(pi)r2(squared) + 2(pi)rh Volume of a pyramid - โœ” V= 1/3Bh (lxwxh/3) Volume of a prism - โœ” V=Bh (lxwxh) Surface area of a 3 dimensional figure - โœ” sum of areas of its faces Area of a circle - โœ” A=(pi)r2(squared) Circumference of a circle - โœ” C=2(pi)r area of a trapezoid - โœ” A=1/2h(b1+b2) Area of a parallelogram - โœ” A=bh Perimeter of a rectangle - โœ” 2(l+w) Formula for Sine - โœ” opposite/hypotenuse Formula for Cosine - โœ” adjacent/hypotenuse Formula for Tangent - โœ” opposite/adjacent Pythagorean Theory - โœ” a2(squared) + b2(squared) = c2(squared) Name 2 pythagorean triples - โœ” 3-4-5 and 6-8- Name 2 more pythagorean triples - โœ” 9-12-15, 5-12-13 and 8-15- area of a triangle - โœ” 1/2bh isosceles triangle - โœ” triangle with AT LEAST 2 equal sides and 2 equal angles. equilateral triangle - โœ” isosceles triangle with 3 equal sides.

scalene triangle - โœ” triangle with 3 unequal sides. No sides are equal. what is translation of a figure? - โœ” a transformation that slides a figure a certain distance in a certain direction what is rotation of a figure? - โœ” rotates a figure around a given point what is reflection of a figure? - โœ” produces a mirror image of a figure over a line an equilateral triangle is also... - โœ” an equiangular triangle obtuse angle - โœ” more than 90 degrees acute angle - โœ” less than 90 degrees right angle - โœ” 90 degrees volume of a sphere - โœ” 4/3(pi)r3(cubed) volume of a cone - โœ” 1/3(pi)r2(squared)(h) volume of a cylinder - โœ” pi(r2 squared)(h) volume of a pyramid - โœ” 1/3bh volume of prism - โœ” area of base (h) The surface area of a three-dimensional figure is .... - โœ” the sum of the areas of its faces. kilo = - โœ” 1000 centi = - โœ” 1/100 or 0. milli = - โœ” 1/1000 or 0. conversion: There are about 2.5 centimeters - โœ” in an inch. conversion: One meter is a little longer than - โœ” one yard, or three feet conversion: One liter is a little more than - โœ” one quart. The mean of a set of data - โœ” the arithmetic average.

What is the lower quartile? - โœ” The median of the lower half of the set. One fourth of the data values lie below the lower quartile. Acute triangle - โœ” a triangle where all angles are acute. Obtuse triangle - โœ” Triangle where one angle is greater than 90 degrees, the other two angles are less than 90 degrees Right triangle - โœ” triangle where one angle is 90 degrees and the