Derivative of y=(x²+1)/(x²-3) | #laproflinam3

Derivative of y=x^7((x³-2x+5)/x³ | #laproflinam3

Derivative of y=x²(x-7)/x | #laproflinam3

Linear inequalities x+7/2 less than or equal to x/3+3 | Algebraic inequalities | #laproflinam3

Linear inequalities x+2 greater than x+6 | Algebraic inequalities | #laproflinam3

Derivative of y=sin²(4x²) | Derivative with the chain rule | #laproflinam3

Derivative of the chain rule | y=ln(7x-5) | Derivative of the natural logarithm

∫(2x³-3x²-36x+24)dx | Basic integration rules | #laproflinam3

Cross Product and Orthogonal Vector | Unit vector orthogonal to both u=i+j+k and v=j+k

Cross product with the vectors u=2i+4j+3k and v=2i+j-k | u x v | #laproflinam3

Cross product with the vectors u=(2, -3, 1) and v=(1, -2, 1) | u x v | #laproflinam3

Cross product with the vectors u=(1, 0, 0) and v=(0, 1, 0) | u x v | #laproflinam3

Cross product with the vectors u=i-3j-2k and v=3i-4j-5k | u x v | #laproflinam3

Integral by substitution or change of variable | Integral of 7x²/4x³-2 | #laproflinam3

Factor Theorem | Determine whether x-2 is a factor of P(x)=4x3-3x2-8x+4 | #laproflinam3

Simplifying (2x-1)(2x+1)-(-2x)²+(3-2x)²: Remarkable Products and Factoring | #laproflinam3

Teorema del factor | ¿Es x-1/2 un factor del polinomio P(x)=2x^4-x^3+2x-1?

Notable Products | Simplify [(m+n)^2-1/2][(m+n)^2+1/2 | #laproflinam3

Derivative of f(x)=x√(5-x^2) | Chain Rule and Product Rule | #laproflinam3

Calculate the height of an equilateral triangle with a side length of 5 cm | #laproflinam3

Vertex, y-intercept where the parabola f(x)=-6x^2+2x-1 opens | #laproflinam3

Seventh term of the geometric progression 128, 64, 32, 16... | #laproflinam3

Sixth term of the geometric progression

Determinant of a matrix | Value of a | #laproflinam3

A cylinder and a cone have the same base and height. From the volume of the cone | #laproflinam3

The sum of three consecutive numbers is 51. What is the largest of them? | #laproflinam3

The difference between two numbers is 8, and the product is 65. What are the numbers? | #laprofli...

With the digits 1, 2, 3, 4, 5, 6 and 9, how many three-digit numbers can be formed that begin wit...

With the digits 1, 2, 3, 4, 5, 6 and 9, how many three-digit numbers can be formed that are even?

With the digits 1, 2, 3, 4, 5, 6 and 9, how many three-digit numbers can be formed with Repetition?

With the digits 1, 2, 3, 4, 5, 6 and 9, how many three-digit numbers can be formed | Combinatorics

Double integrals | ∫∫x/ydydx | #laproflinam3

Double integrals | ∫∫xydxdy | #laproflinam3

Derivative of e^x2=x+y |#laproflinam3

Indeterminate limits using L'Hopital's rule limx→0 (sinx-x)/x^3 | #laproflinam3

Indeterminate limits using L'Hopital's rule limx→∞ e^x/x^3 | #laproflinam3

Indeterminate limits using L'Hopital's rule limx→1 (x^9-1)/(x^5-1) | #laproflinam3

Indeterminate limits using L'Hopital's rule limx→0 (5^x-3^x)/x | #laproflinam3

Area of ​​a Right Triangle | Applications of Polynomials | #laproflinam3

Perimeter of a right triangle with sides x-1, 3x+5, and 5x+15 | #laproflinam3

Pythagorean trigonometric identities from sin²x+cos²x=1 | #laproflinam3

Integral applying basic rules | #laproflinam3

Simplifying algebraic expressions with factoring | #laproflinam3

Integral of √3t | #laproflinam3 #mathematics #maths

Orthogonal Vectors | #laproflinam3

Simplifying Algebraic Fractions | #laproflinam3

Tip 8 👉🏼 Tips for learning math | #laproflinam3

📝 Trigonometric Ratios | Part 4 | #laproflinam3 #math #maths #algebra