HiSET® Math: Formulas You Will Be Given During the Test
The HiSET® Math test is easier than you think. If you don’t believe us, here’s proof: You will have a formula sheet during the test that includes some of the formulas you’ll need. So you only need to learn how to use these formulas, but you don’t need to memorize them. Great, isn’t it?
And there’s more: We at Union Test Prep will spoil you by giving you the formulas before the test, so you can practice using them to solve our free sample problems for the HiSET® Math Test.
We also have three charts of formulas that are not given to you during the test, but that will be helpful to know. They are:
Geometry Formulas You Need to Know for the HiSET® Math Test
Algebra Formulas You Need to Know for the HiSET® Math Test
Statistics and Probability Formulas You Need to Know for the HiSET® Math Test
Formulas You Will Be Given for the HiSET® Math Test
Category | Formula | Symbols |
---|---|---|
Perimeter | \(P = (2 \cdot l) + (2 \cdot w)\) | \(P\) = Perimeter of a rectangle \(l\) = Length \(w\) = Width |
Perimeter/ Circumference |
\(C = 2 \cdot \pi \cdot r\) | \(C\) = Circumference of a circle \(\pi\) = 3.1416 \(r\) = Radius |
Area | \(A=\pi \cdot r^2\) | \(A\) = Area of a circle \(\pi\) = 3.1416 \(r\) = Radius |
Area | \(A = \frac{1}{2} b \cdot h\) | \(A\) = Area of a triangle \(b\) = Base \(h\) = Height |
Area | \(A=b \cdot h\) | \(A\) = Area of a parallelogram \(b\) = Base \(h\) = Height |
Area | \(A = h \cdot \frac{(b_1+b_2)}{2}\) | \(A\) = Area of a trapezoid \(h\) = Height \(b_n\) = Base n |
Volume | \(V = a \cdot h\) | \(V\) = Volume of a prism or cylinder \(a\) = Area of the base \(h\) = Height |
Volume | \(V = \frac{1}{3} \cdot a \cdot h\) | \(V\) = Volume of a pyramid or cone \(a\) = Area of the base \(h\) = Height |
Volume | \(V = \frac{4}{3} \cdot \pi \cdot r^3\) | \(V\) = Volume of a sphere \(\pi\) = 3.1416 \(r\) = radius |
Length Equivalents |
\(1 \ ft = 12\ in\) \(1 \ yd = 3 \ ft\) \(1 \ mi = 5 \ 280 \ ft\) \(1 \ m = 1 \ 000 \ mm\) \(1 \ m = 100 \ cm\) \(1 \ km = 1 \ 000 \ m\) \(1 \ mi \approx 1.6 \ km\) \(1 \ in \approx 2.54 \ cm\) \(1 \ ft \approx 0.3 \ m\) |
\(ft\) = foot \(in\) = inch \(yd\) = yard \(mi\) = mile \(m\) = meter \(mm\) = millimeter \(cm\) = centimeter \(km\) = kilometer |
Capacity/Volume Equivalents |
\(1 \ c = 8 \ fl \ oz\) \(1 \ pt = 2 \ c\) \(1 \ qt = 2 \ pt\) \(1 \ gal = 4 \ qt\) \(1 \ gal = 231 \ in^3\) \(1 \ L = 1 \ 000 \ mL\) \(1 \ L \approx 0.264 \ gal\) |
\(c\) = cup \(fl \ oz\) = fluid ounce \(pt\) = pint \(qt\) = quart \(gal\) = gallon \(in^3\) = cubic inch \(L\) = liter \(mL\) = milliliter |
Weight/Mass Equivalents |
\(1 \ lb = 16 \ oz\) \(1 \ t = 2 \ 000 \ lb\) \(1 \ g = 1 \ 000 \ mg\) \(1 \ kg = 1 \ 000 \ g\) \(1 \ kg \approx 2.2 \ lb\) \(1 \ oz \approx 28.3 \ g\) |
\(lb\) = pound \(oz\) = ounce \(t\) = ton \(g\) = gram \(mg\) = milligram \(kg\) = kilogram |
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