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When Apple first enabled third party applications on the iPhone1, they were accused by many of violating user freedoms by creating a walled garden, that being the requirement that all applications installed on the platform must be installed via their iOS App store2. Apple promoted this as allowing application vetting for performance and security: particularly on earlier iPhone models with limited resources, this ‘curation’ process of vetting the reliability and safety of applications may very well have had a positive impact on the growth of the platform. 2. At the beginning of your book you state that “fear of gardening is quite common, strange though it might sound.” How does your book help us to allay that fear? The idea was to show a successful picture next to each dilemma, to help readers see that nothing is hopeless. A great garden is sometimes defined by a characteristic that has been embraced, instead of being despaired over. My friend’s excessively rocky garden is a garden with one main idea: rock. Yet it is tranquil, shaded in places and has pockets of deep rich earth which have been taken full advantage of. Why does an industry that should be green have such a horrible track record when it comes to plastic, and what’s a home gardener to do? Want seclusion? Then this is the garden for you. All walls/fences have trellis panels fixed to their fronts and tops so that climbers can be trained up to hide the space from onlookers. The wide S-shaped path is cobbled for a relaxed feel, so make sure you choose a table and chairs with chunky legs to avoid wobble. Go for low-maintenance exotics, which provide year-round interest, and place large plants, such as tree ferns and a windmill palm, in the borders, so that the shed can’t be seen from indoors and the bench is hidden from neighbouring houses. Passionflowers grow quickly, but won’t damage fences or brickwork if given supports, such as a trellis, to cling to. Luba has to choose one of the buckets in order to water the garden as fast as possible (as mentioned above, each hour she will water some continuous subsegment of length ai if she chooses the i-th bucket). Help her to determine the minimum number of hours she has to spend watering the garden. It is guaranteed that Luba can always choose a bucket so it is possible water the garden. What animal it might be will depend on your location. It is likely not a mole, because of its diet. Voles (similar to mice) dig shallow tunnels that run along the lawn, as moles do; these rodents can be destructive in the garden. Other small rodents, such as mice might be a possibility as well. Chipmunks also dig tunnels, although you might not see the tunnels running along the surface. Gophers leave mounds of dirt at tunnel entrances, but not tunnels along the grass. Large holes could be a woodchuck, but they don’t have shallow tunnels. Rabbits, crows, raccoons, squirrels, coyotes, deer . . . just about any animal that eats fruit as part of its diet will take advantage of a melon. Raccoons like melons (and corn) especially. What animal it is will affect how you protect the fruit. Good luck! A community garden surrounding the post office in Westport is facing backlash from USPS officials. The result is a scenario most gardeners at some point face: an ever-growing tower of pots and flats languishing in the shed, eventually to be thrown out. I think a lot depends on your location. You say you are very close to the town centre so you may well get a lot of business even without a garden. Are you close to a train station? I live in a commuter town with a lot of flats close to the station. There have been many enquiries from young couples who live in the flats and don’t drive. Some really struggle to find childcare and would probably jump at the chance on a childminder right on their doorstep. Most of us childminders seem to live in the bigger houses on the outskirts of town and there is definitely a shortage in the town centre. Don’t let weeds become the enemy of your garden. See tips and tricks on how to… We were determined to get to the bottom of this mystery. I began my research by visiting many different extension agency websites, college horticulture department websites, and other gardening blogs. And I found several potential causes for our misshapen root crops. The forking we saw could have been caused by root knot nematodes, or microscopic worms that feed on plant cells and cause major damage, but these tiny insects produce noticeable galls or “knots” on the roots. Check for grubs curled in soil at base of plants. Keep garden clean of debris and plant residue. Keep garden weed-free. Use cardboard collars around seedlings. RHS gardening titles always present a best practice approach to gardening, whatever the subject; Part of a hard-working series with a strong identity and visible authority on mainstream gardening subjects; Jargon-free text clarifies the mystique and perceived difficulty of some gardening practices; Fully illustrated with colour step-by-step drawings and clear photography to make the problems easy to diagnose; The must-have new RHS practical gardening library for the best results. I had an experience this year with my mulch garden. I used a sprinkler with our well water (artesian water with high pH) and watered during a hot day (95+) temps. We usually use a soaker hose or rainwater, but tried the sprinkler this year. It totally burned the tomato, potato, and melon leaves. The rest of the garden didn’t look that great either. Another lesson learned after over 30 years of gardening. The critical points occur when $\dfrac{dC}{dx} = 0$: \[ \begin{align*} \dfrac{dC}{dx} = 0 &= -\dfrac{600}{x^2} + 2 \\[8px] -2 &= -\dfrac{600}{x^2} \\[8px] x^2 &= \dfrac{600}{2} \\[8px] &= 300 \\[8px] x &= \sqrt{300} \end{align*} \] Note that we choose the positive square root since the width x cannot be negative. Also note that we could have a critical point where $\dfrac{dC}{dx} = -\dfrac{600}{x^2} + 2$ is undefined, which occurs when $x=0$. That answer makes no physical sense, though, since then Sam’s garden would have zero area. We thus continue our analysis with the single critical point $$x = \sqrt{300}$$ Even if it *were* possible to deter moles from tunneling your lawn or garden by tarring corncobs, planting gum in the ground without touching it, or setting up pinwheel wind-farms—which it most definitely isn’t—all you’ve done is solve your problem at the expense of introducing a problem for your neighbors. Which is a crappy thing to do to someone who lives next door to you. On top of all that, we have loads of ready made designs for you to download that will help you transform your garden into something really beautiful. Gardenista’s members-only directory of landscape architects and garden designers. Remedies: Some garden beds don’t need to be fertilized but rather have their PH levels checked and have compost added. Use a natural and organic fertilizer whenever possible. We must then eliminate y as a variable. To do so, recall that Sam’s garden must have area $A = 400 \text{ ft}^2$. Since the garden’s rectangular area is given by $$A = xy = 400$$ we can solve for y in terms of x: $$y = \dfrac{400}{x}$$ Substituting this expression for y into our expression above for the cost C: \[ \begin{align*} C &= \dfrac{3}{2}y + 2x \\[8px] &= \dfrac{3}{2}\left(\dfrac{400}{x} \right) + 2x \\[8px] &= \frac{600}{x} + 2x \end{align*} \] The expression for C is now a function of the single variable x, as required. Vegetable Gardening for Beginners! 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