Velocidade média: v = Δs / Δt
Aceleração média: a = Δv / Δt
Equações de movimento: v = v0 + at, s = s0 + v0t + (1/2)at^2, v^2 = v0^2 + 2a(s - s0)
Segunda lei de Newton: ∑F = ma
Peso: W = mg
Friction: fs ≤ μsN, fk = μkN
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Equations are ways of expressing the value of some concept relative to how one or more other variables change. For example, speed equals distance divided by time. The word "equals" makes it an equation. What's on the left is the same as what's on the right. If I am traveling at 60 kilometers per hour, it means that in one hour I will have traveled 60 kilometers (not necessarily in a straight line). 60km per hour equals 60 kilometers divided by 1 hour. You can see that this also means that if I travel a total of 240km in one driving session (not recommended), then I check and see that it took me 4 hours, the equation allows me to determing that I drove at 240km/4hrs, or 60 mph.
Math is the language of most sciences. Equations help us determine how changes in one thing lead to predictable changes in other things. From there, the sky is the limit.
Equations arFor e any mathematical statement that has an equals(=) sign in it.
For acceleration
a = ( v - u ) /t
For density
d = mass/ volume
are mathematical equations.
In different sciences, there are lots of relationships between different quantities, described by equations. There are uses for the most basic math (e.g., multiplication) up to advanced topics (e.g., differential equations). Math is used more in certain sciences than in others - in the so-called "exact" sciences: you will find a lot of math in sciences such as physics, chemistry, astronomy, economics.Just open any science textbook, and see if you can spot equations that relate different quantities.In different sciences, there are lots of relationships between different quantities, described by equations. There are uses for the most basic math (e.g., multiplication) up to advanced topics (e.g., differential equations). Math is used more in certain sciences than in others - in the so-called "exact" sciences: you will find a lot of math in sciences such as physics, chemistry, astronomy, economics.Just open any science textbook, and see if you can spot equations that relate different quantities.In different sciences, there are lots of relationships between different quantities, described by equations. There are uses for the most basic math (e.g., multiplication) up to advanced topics (e.g., differential equations). Math is used more in certain sciences than in others - in the so-called "exact" sciences: you will find a lot of math in sciences such as physics, chemistry, astronomy, economics.Just open any science textbook, and see if you can spot equations that relate different quantities.In different sciences, there are lots of relationships between different quantities, described by equations. There are uses for the most basic math (e.g., multiplication) up to advanced topics (e.g., differential equations). Math is used more in certain sciences than in others - in the so-called "exact" sciences: you will find a lot of math in sciences such as physics, chemistry, astronomy, economics.Just open any science textbook, and see if you can spot equations that relate different quantities.
Dimensional consistency is symbolic calculations that involves physical measurements. In physics equations, it is used in calculating the frequency.
Natural Sciences
statistics is used in the various fields. for example: banking business physical sciences natural sciences marketing research computer science economics physics and many more
Eauations are used in physical science to find measurements. For example, you can calculate force using the equation F=m*a.You can find density, speed and other measurements using equations.Hope this helps