| 133008 | | Medium | |
| 133010 | | Medium | |
| 133012 | l'Hôpital's Rule still holds for …: … is …\lim \frac{f(x)}{g(x)}=\lim \frac{1/g(x)}{1/f(x)}=\lim \frac{g'(x)/g^2(x)}{f'(x)/f^2(x)}=L^2\lim… | Medium | |
| 133016 | Compute … by common sense or trickery | Medium | |
| 133018 | If … at all points, prove this fact: …|f(x)-f(y)|\le 1\text{ at all… | Medium | |
| 133019 | The error in Newton's method is squared at each step: | Deep | |
| 133020 | (Rolle's theorem backward) Suppose | Deep | |
| 133022 | It is possible that … has no limit but | Deep | |
| 133024 | If you drive 3,000 miles from New York to L.A., in 100… | Deep | |
| 133026 | Prove that … is increasing when its slope is positive: If … | Deep | |
| 133715 | Write down a power series … whose derivative is | Easy | |
| 133717 | By comparing … with a larger series (whose sum is easier) show… | Easy | |
| 133719 | With the quick method …, estimate … and | Easy | |
| 133720 | With the slow method multiply out the three terms of … and… | Easy | |
| 133721 | The slow method leads to … for the limit of | Easy | |
| 133723 | What are the limits of … and | Easy | |
| 133725 | Show that … by drawing the graph of | Easy | |
| 133741 | For which numbers … does … approach a limit as … and… | Medium | |
| 133745 | At 10% interest compounded daily, what is the effective rate | Medium | |
| 133749 | For a car loan of $10,000 over 6 years, what is the… | Deep | |
| 132688 | …, | Easy | |
| 132690 | …, | Easy | |
| 132692 | …, | Easy | |
| 132694 | | Easy | |
| 132698 | | Easy | |
| 132700 | | Medium | |
| 132702 | | Medium | |
| 132704 | | Medium | |
| 132710 | … if the sides of a cube change from 10 to 10.1 | Medium | |
| 132711 | … if the sides of a cube change from … to | Medium | |
| 132712 | … if the radius of a sphere changes by | Deep | |
| 132714 | … if a cylinder of height 3 changes from … to | Deep | |
| 132716 | Enter 1.1 on your calculator | Deep | |
| 132718 | Enter 0.9 on your calculator and press the square root key 4… | Deep | |
| 132921 | … has the fixed point | Medium | |
| 132923 | A …x_{n+1}=\sqrt{2/x_n}…\sqrt[3]{2}$ | Medium | |
| 132931 | By experiment find each … and its basin of attraction, when Newton's… | Deep | |
| 132935 | In the iteration for …, find … at …: …x_{n+1}=\frac{1}{2}\left(x_n+\frac{2}{x_n}\right) | Deep | |
| 132939 | Graph … and … and | Deep | |
| 132945 | Graph … and estimate its roots | Easy | |
| 132946 | Solve … by Newton's method with … and | Easy | |
| 132950 | … (which … to which root?) | Easy | |
| 132955 | | Easy | |
| 132960 | What is Newton's method to find the …th root of 7 | Medium | |
| 132964 | For …, … never returns to | Medium | |
| 132968 | If … what is | Medium | |
| 132970 | Newton's method solves … by … ______ | Medium | |
| 132972 | To speed up Newton's method, find the step … from | Medium | |
| 132974 | Apply the secant method to …, starting with … and | Medium | |
| 132976 | … is negative at …, positive at …, and negative at the… | Medium | |