Simplify (x^2+0.5)(x^2-0.5)

Math
(x2+0.5)(x2-0.5)
Expand (x2+0.5)(x2-0.5) using the FOIL Method.
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Apply the distributive property.
x2(x2-0.5)+0.5(x2-0.5)
Apply the distributive property.
x2x2+x2⋅-0.5+0.5(x2-0.5)
Apply the distributive property.
x2x2+x2⋅-0.5+0.5×2+0.5⋅-0.5
x2x2+x2⋅-0.5+0.5×2+0.5⋅-0.5
Simplify terms.
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Combine the opposite terms in x2x2+x2⋅-0.5+0.5×2+0.5⋅-0.5.
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Reorder the factors in the terms x2⋅-0.5 and 0.5×2.
x2x2-0.5×2+0.5×2+0.5⋅-0.5
Add -0.5×2 and 0.5×2.
x2x2+0x2+0.5⋅-0.5
x2x2+0x2+0.5⋅-0.5
Simplify each term.
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Multiply x2 by x2 by adding the exponents.
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Use the power rule aman=am+n to combine exponents.
x2+2+0x2+0.5⋅-0.5
Add 2 and 2.
x4+0x2+0.5⋅-0.5
x4+0x2+0.5⋅-0.5
Multiply 0 by x2.
x4+0+0.5⋅-0.5
Multiply 0.5 by -0.5.
x4+0-0.25
x4+0-0.25
Add x4 and 0.
x4-0.25
x4-0.25
Simplify (x^2+0.5)(x^2-0.5)

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