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Section 1

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volume of a cone

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SAT Prep

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Last updated

6 years ago

Date created

Mar 1, 2020

Cards (29)

Section 1

(29 cards)

volume of a cone

Front

V = ⅓πr²h

Back

perimeter of a parallelogram

Front

P = 2l + 2w

Back

circumference of a circle

Front

C = d x π

Back

surface area of a square pyramid

Front

SA = 4(½bh) + b²

Back

volume of a cylinder

Front

V = πr²h

Back

area of a parallelogram

Front

A = bh

Back

area of a trapezoid

Front

A = h x (b1+b2) / 2

Back

tangent

Front

opposite leg/adjacent leg

Back

area of a rectangle

Front

A = lw

Back

simple interest

Front

i = prt

Back

area of a square

Front

A = s²

Back

lateral surface area of a cube

Front

LA = 4e²

Back

area of a triangle

Front

A = ½bh

Back

volume of a square pyramid

Front

V = ⅓lwh

Back

Fahrenheit to Celsius

Front

C = ⁵⁄₉ x (F-32)

Back

lateral surface area of a rectangular solid

Front

LA = 2wh + 2lh

Back

surface area of a rectangular solid

Front

SA = 2lw + 2wh + 2lh

Back

Celsius to Fahrenheit

Front

F = (⁹⁄₅ x C) + 32

Back

sine

Front

opposite leg/hypotenuse

Back

perimeter of a triangle

Front

P = a + b + c

Back

volume of a cube

Front

V = e³

Back

Pythagorean formula

Front

c² = a² + b²

Back

surface area of a cube

Front

SA = 6e²

Back

area of a circle

Front

A = πr²

Back

perimeter of a rectangle

Front

P = (lx2)+(wx2)

Back

cosine

Front

adjacent leg/hypotenuse

Back

surface area of a cylinder

Front

SA = 6.28rh + 6.28r²

Back

perimeter of a square

Front

P = 4s

Back

volume of a rectangular solid

Front

V = lwh

Back