Enem 2023: 10 super necessary mathematical formulas to do well on the test

Enem 2023: 10 super necessary mathematical formulas to do well on the test

I know, the math on Enem is completely scary. I swear I understand you! But don’t worry, because tt is here to help you make this part of the test extremely smooth.




And you already know where we’re going, right? We have to memorize the formulas. So roll up your sleeves and get ready to dive into these 10 sets of essential math formulas if you want to beat the Enem. Let’s go there? Then we go!

Areas of flat figures

Rectangle: bhh

Square:

Diamond: Days/2

Triangle: bh/2

Equilateral triangle: 3L²/4

Circle: π.R²

Trapeze: (B+b).h/2

Volume and area of ​​the main solids

Ball:

V= 4,πR³/3

A= 4.π.R²

Cylinder

V=π.R².h

A= 2.π.Rh + 2.π.R²

Cone

V=π.R².h/3

A= π.R(R+g), where g is the generator of the cone

Prism

V=Ab.H

Pyramid

V=Ab.H/3

triangles

Pythagorean theorem: a²=b² + c², where “a” is the hypotenuse.

cos α = CAT ADJ/Hip

sin α = CAT OP/Hip

tgα = CAT ADJ/CAT OP = sin α/cos α

Fundamental relationship: sin²α + cos²α = 1

Law of sines: (a/sine)= (b/sinb) = (c/sinc) = 2R, where a, b and c are the sides of the triangle and R is the radius of the circle circumscribed by this triangle.

Law of cosines: a²=b² + c² – 2.bc.cos(a)

Commissions

Simple: J=cit

Composed: M= C.(1+i)t.

1st degree function

General law: Y=ax+b

a= Dy/Dx

b is the point where the function cuts the y-axis

PS: the graph is a straight line.

2nd degree equation

General law: Y= a.X² + bX + c

Factorial: Y= a.(X-r1).(X-r2)

The Bhaskara formula

∆ = b² – 4ac

Root = (-b ± √∆)/2a

Xv = -b/2.a

Yv = ∆/4.a

Arithmetic progression

An= a1 + (n-1).r

Sn= (a1 + an).n/2

Geometric progression

An= a1.qn-1

Sn = a1.(qn-1) /q-1

Sinfinity= a1/1-q

Source: Terra

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