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*adjective:*- that may be classified: differentiable species.

- Mathematics Possessing a derivative.
- Having a derivative, said of a function whoever domain and codomain tend to be manifolds.
- capable of being differentiated, e.g. because they appear various
- having a differential coefficient or derivative; -- of a mathematical appearance.
- effective at becoming perceived as different.
- possessing a differential coefficient or derivative
- with the capacity of being regarded as various
- That can be classified: differentiable types.
- Mathematics having a derivative.
- Having a derivative, said of a function whoever domain and codomain tend to be manifolds.
- able to be differentiated, e.g. since they look various
- possessing a differential coefficient or derivative; -- of a mathematical expression.
- effective at being regarded as various.
- having a differential coefficient or derivative
- with the capacity of becoming perceived as different

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*others:*- Capable of being classified or discriminated.

- In math, having a determinate finite or determinate endless by-product.
- Capable of becoming differentiated or discriminated.
- In mathematics, having a determinate finite or determinate unlimited by-product.

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**Definition for "differentiable"**- that may be classified: differentiable species.
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**Sentence for "differentiable"**- The second assumption we're going to…
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**Equivalent for "differentiable"**

**Etymologically Related for "differentiable"**

**Same Context for "differentiable"**

**Urban Dictionary for "differentiable"**

## How would you define differentiable?