That's our last question. Thanks for participating.
Have a good night ❤️ Bye 👋
@edmathlab

THE BASEL PROBLEM

Newton, Leibniz, and Jakob Bernoulli all tried to solve this series.

They couldn't.

Then in 1734, a 27-year-old Leonhard Euler stepped in and did something remarkable.

He showed that 1+1/4 + 1/9 + 1/16 + 1/25 +

adds up to

π² / 6.

A problem about adding fractions unexpectedly revealed the number that governs circles.

@edmathlab

DAY-4
@edmathlab

Good morning subs ❤️
@edmathlab

DAY-5
@edmathlab

Peak 🙌
@edmathlab

@edsciencelab 📚👨‍🔬

DAY-6
@edmathlab

??

The Genesis Science Initiative opens applications for a Volunteer Team.

This initiative promotes STEM education and health awareness in communities through digital means. The team will support in making educational content, learning resources, and community outreach.

Volunteer roles include:

• Content research
• Script writing
• Video editing
• Social media support
• Graphic design
• Community outreach. Etc.

Important information:

• Application opens: 12 March 2026
• Application deadline: 22 March 2026
• All roles are volunteer roles
• No payment involved
• Participation depends on free and willing contribution

Who should apply:

• Students
• Recent graduates
• Early career professionals
• Individuals interested in science communication and STEM education

Application form:
https://forms.gle/JD97noAaUi2Xc1C5A

Kindly feel free to share to others. Thank you.

Genesis Science Initiative | Faith Inspires Knowledge 🔥💪

Good Morning ❤️
@edmathlab

L'Hopital's Rule.. Very simple and important.. Try using it sometimes 👍👌
@edmathlab

Cramer’s rule is a linear algebra method for solving systems of linear equations with a unique solution (D≠0) using determinants. It calculates the value of each variable (xî) by dividing the determinant of a modified coefficient matrix (Dì) by the determinant of the original coefficient matrix (D), where xì = Dì/D

@edmathlab

Good morning subs ❤️
@edmathlab

Let's learn something small
@edmathlab

WHAT IS DERIVATIVE? | A VISUAL EXPLANATION

THEORY ;

A derivative in calculus is the instantaneous rate of change of a function with respect to one of its variables, representing the slope of the tangent line to a curve at a specific point. It is calculated as the limit of a difference quotient, often denoted as f'(x) or dy/dx, measuring how a function changes as its input changes.

@edmathlab