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C⁴d³, c²d⁵, cd find the lowest common factor

User Provash
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Final answer:

The lowest common factor of the given expressions c⁴d³, c²d⁵, cd is c * d³.

Step-by-step explanation:

To find the lowest common factor of the given expressions c⁴d³, c²d⁵, cd, we need to determine the highest power of each variable that is common to all the expressions. In this case, the variable c appears in all the expressions, and the highest power of c is c. The variable d appears in all the expressions as well, and the highest power of d is d³. Therefore, the lowest common factor is c * d³, which can be written as c * d * d².

User Giorgi Tsiklauri
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