Contemporary plays can be considered modern in the sense that they reflect current societal issues, values, and cultural norms. They often incorporate modern technology, language, and themes that are relevant to today's audience. However, the term "modern" can also refer to a specific historical period in theater, typically the late 19th and early 20th centuries, so in that sense, contemporary plays may not be considered modern. Overall, the classification of contemporary plays as modern depends on the context and definition being used. **

Living a minimalist lifestyle involves simplifying your life by focusing on what truly brings value and joy. This can be achieved by decluttering your living space, reducing unnecessary possessions, and being mindful of what you bring into your life. It also involves prioritizing experiences and relationships over material possessions, and being intentional with your time and energy. Embracing minimalism can lead to a more peaceful and fulfilling life, free from the burden of excess stuff and distractions. **

One can train abstract thinking by engaging in activities that require creative problem-solving, such as puzzles, brain teasers, and riddles. Reading and discussing complex literature or philosophical concepts can also help to develop abstract thinking skills. Engaging in activities that involve imagining and visualizing different scenarios, such as art or creative writing, can also help to train abstract thinking. Additionally, practicing mindfulness and meditation can help to expand one's ability to think abstractly by encouraging a deeper level of introspection and reflection. **

One can abstract from animals by focusing on their general characteristics and behaviors rather than specific individual traits. This involves looking at the broader patterns and principles that apply to a wide range of animals, rather than getting caught up in the details of any one particular species. By doing so, we can identify commonalities and underlying principles that can be applied to understanding animal behavior, physiology, and ecology as a whole. This abstraction allows us to develop general theories and models that can be used to make predictions and understand the natural world more broadly. **

Geometric items can be stored in a variety of ways depending on their size and shape. Small geometric items such as jewelry or small sculptures can be stored in jewelry boxes or display cases to keep them organized and protected. Larger geometric items like furniture or decor pieces can be stored in designated areas in your home, such as shelves, cabinets, or display stands. It's important to store geometric items in a way that prevents them from getting damaged or scratched, so using protective padding or covers may be necessary. **

Geometric derivatives can be justified by considering the rate of change of a geometric quantity with respect to another geometric quantity. For example, in the case of a curve in the plane, the geometric derivative can be interpreted as the rate of change of the curve's direction with respect to its arc length. This can be useful in applications such as computer graphics, robotics, and physics, where understanding the geometric properties of curves and surfaces is important. Additionally, geometric derivatives can provide insight into the behavior of geometric objects and can be used to solve problems in differential geometry and related fields. **

One can present geometric proofs by clearly stating the given information and what needs to be proven. Then, step-by-step, use logical reasoning and the properties of geometric figures to show how the given information leads to the desired conclusion. It is important to use clear and concise language, as well as accurate diagrams, to support the logical reasoning. Additionally, it can be helpful to use labels and annotations to clearly identify the different parts of the geometric figures and the steps of the proof. **

One can simplify geometric problems by breaking them down into smaller, more manageable parts. This can involve identifying key information such as angles, side lengths, and geometric properties, and using them to solve the problem step by step. Additionally, visual aids such as diagrams and sketches can help to simplify the problem by providing a clearer understanding of the geometric relationships involved. Finally, applying relevant geometric formulas and theorems can also simplify the problem by providing a systematic approach to finding the solution. **