Simplify (v-1/3)(v-1/3)

Math
(v-13)(v-13)
Expand (v-13)(v-13) using the FOIL Method.
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Apply the distributive property.
v(v-13)-13(v-13)
Apply the distributive property.
v⋅v+v(-13)-13(v-13)
Apply the distributive property.
v⋅v+v(-13)-13v-13(-13)
v⋅v+v(-13)-13v-13(-13)
Simplify and combine like terms.
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Simplify each term.
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Multiply v by v.
v2+v(-13)-13v-13(-13)
Combine v and 13.
v2-v3-13v-13(-13)
Combine v and 13.
v2-v3-v3-13(-13)
Multiply -13(-13).
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Multiply -1 by -1.
v2-v3-v3+1(13)13
Multiply 13 by 1.
v2-v3-v3+13⋅13
Multiply 13 and 13.
v2-v3-v3+13⋅3
Multiply 3 by 3.
v2-v3-v3+19
v2-v3-v3+19
v2-v3-v3+19
Subtract v3 from -v3.
v2-2v3+19
v2-2v3+19
Simplify each term.
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Combine -2 and v3.
v2+-2v3+19
Move the negative in front of the fraction.
v2-2v3+19
v2-2v3+19
Simplify (v-1/3)(v-1/3)

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