$11$:$04$ PM Wed Aug $27$

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myopenma

Homework $3\mathrm{.}1$ Part $2-$ Limits from DS and Algebra

Score: $10\mathrm{.}4/19$ Answered: $5/7$

Question $3$

Score on last try: $1$ of $3$ pts$.$ See Details for more.

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Evaluate the limit: $\underset{h0}{lim}\frac{(5h{)}^2-25}{h}$

Which of the following is the correct strategy?

Substitute $0$ into $h$ first and compute the result

Expand and simplify the numerator first

Cancel $h$ first and compute the result

$(5h{)}^2-25=$

The limit $=$