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Find a number δ such that if ∣x−2∣<δ, then ∣4x−8∣<ε, where ε=0.1. \text { Find a number } \delta \text { such that if } | x - 2 | < \delta \text {, then } | 4 x - 8 | < \varepsilon \text {, where } \varepsilon = 0.1 \text {. } Find a number δ such that if ∣x−2∣<δ, then ∣4x−8∣<ε, where ε=0.1.
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Q15: Q16: It makes sense that the largerQ17: Express the function in the formQ18: The graphs of Q19: Find the point at which theQ21: How close to 2 do we haveQ22: A stone is dropped into aQ23: A spherical balloon with radius Q24: Find the limit if Q25: Find the domain of the function.
Q16: It makes sense that the larger
Q17: Express the function in the form
Q18: The graphs of
Q19: Find the point at which the
Q21: How close to 2 do we have
Q22: A stone is dropped into a
Q23: A spherical balloon with radius
Q24: Find the limit if
Q25: Find the domain of the function.
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