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Find the monominal if the expression is the cube of that monominal

Options:
a) −0.001a
b) −0.001a²
c) −0.001
d) 0.001a ³

1 Answer

1 vote

Final answer:

The monominal that represents the cube of the given expression is 0.001a³.

Step-by-step explanation:

The given expression is x²+1.2x10^(-2)x-6.0x10^(-3).

To find the monominal which represents the cube of this expression, we need to cube each term in the expression.

The cube of x² is x^6, the cube of 1.2x10^(-2)x is (1.2x10^(-2)x)^3, and the cube of -6.0x10^(-3) is (-6.0x10^(-3))^3.

Therefore, the monominal that represents the cube of the given expression is option d) 0.001a³.

User Sumit Vedi
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