Technical Math

  **  Relevant Material : " Applications of proportions in real life include   scaling recipes, adjusting medication dosages, and calculating distances on maps . Other uses are found in photography, finance, construction, and environmental science for comparing quantities, setting prices, and understanding relationships between different variables.." (Google)  More Resources :  App: https://deal-nexus-ptlb0142.replit.app/ App Support Site: https://tekk-savvy.com Book: https://www.amazon.com/dp/B08835PX1P 3D Print Shop: https://www.shapeways.com/shops/tekksavvy Blog: https://jotformk.wixsite.com/ncyclopedia Hand Made Products Shop: https://www.etsy.com/ca/shop/Tekksavvy Blogger: https://www.blogger.com/profile/07524401563605547321 Shopify shop: https://tekks-shop.myshopify.com Ringtones: https://www.zedge.net/profiles/357e11a5-25fb-4415-9a6a-7da2239c2aba/ringtones Beats: https://airbit.com/share/Tekksavvy/bull-market-mp3 Excel Templates & Calculators: ht...

  **  Relevant Material: " Systems of equations have numerous real-life applications, including personal finance for budgeting and loans, optimizing business operations like pricing and resource allocation, solving problems in science and engineering, and calculating travel time and distance . They are also used in nutrition to balance diets, in geometry to find unknown dimensions, and in various fields like economics and chemistry.   Business and Finance   Budgeting: Calculate how much is left after expenses, or balance income and savings goals. Cost and Demand: Determine optimal pricing for a product by creating equations that link price, demand, and other variables. Profit and Loss: Use systems to calculate profit, expenses, and revenue over time.   Chemistry: Solve "mixture problems" by mixing two or more different substances (like solutions with specific concentrations of salt or vinegar) to achieve a final mixture with desired properties. Physics: Cal...

  **  Relevant Material: " Exponential equations and logarithmic functions are used to model phenomena like population growth, compound interest, and radioactive decay , while logarithms are crucial for measuring scales such as sound intensity, earthquake magnitude, and pH levels. These functions allow for the analysis of processes that change over a wide range of values or at a rapid rate.   Applications of exponential functions   Population growth: Modeling how populations increase or decrease over time, whether for humans, animals, or even cancer cells. Compound interest: Calculating the growth of investments and loans based on principal amount, interest rate, and time . Radioactive decay: Modeling the half-life of radioactive isotopes to determine the age of fossils or the rate at which a substance decays. Growth  and decay in other fields: Analyzing the amount of medicine in the bloodstream, the spread of diseases, or the cooling of a liquid.   Me...