Surface applications are prevalent in everyday life, such as in architecture, where the surface design of buildings affects aesthetics and functionality. In product design, the surface texture and materials can enhance user experience, like grip on tools or comfort in furniture. Additionally, surfaces play a critical role in fields like medicine, where surface properties of implants can influence biocompatibility and healing. Overall, understanding and optimizing surfaces can lead to better performance and user satisfaction across various domains.
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real situation example for x=14>17
that product advantages use to applying
It really depends on the situation. You can apply different areas of mathematics in different situations. Actually it's sort of hard to imagine a situation in which you will NOT need to apply at least SOME mathematics, even if in many cases it's only simple things such as counting, comparing, adding, etc.
there is no real life situation
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real situation example for x=14>17
that product advantages use to applying
Dividing up pizza slices amongst friends
You wouldn't want a mold life like you wouldn't want a moldy sandwich.
The ability to draw insights and conclusions and to apply lessons to real life situation are acquired by the reader.
It really depends on the situation. You can apply different areas of mathematics in different situations. Actually it's sort of hard to imagine a situation in which you will NOT need to apply at least SOME mathematics, even if in many cases it's only simple things such as counting, comparing, adding, etc.
there is no real life situation
if you want to apply acute triangles in real life, you have to ask someone i dont know
jhonie picks 4 apples he pick twice as much as he did the first time, how much appples did u/he pick
real life using of gradient
Inference the math term applys to. Real life