NVC JHS Mathinik Club

1) -8²+10³÷40=?
A)-39
B) 39
c) 3.9

2) ⁴√10×10+12² (6÷20)-5=?
A) 56
B) 55
C) 55.982

What is the value of π
A) 3.14159.
B) 22/7
C) 3.4159

-4+8²-6²×2=?
A)-12
B) 12
C) 12.1

9×3 (5÷3)-7+3²=?

A) 57
B) 47
C) 61

Note: This trick may not be applicable to all.

"NVC JHS Mathinik Club Election: A Formula for Success"

Elections are a fundamental part of any organization's life, and the Math Club at NVC JHS Department recently held its annual election to select its new leadership team on September 15, 2023 in room 301 (Archimedes). The event was marked by eagerness, competitiveness, and a shared passion for mathematics.

The Mathinik Club election was conducted with utmost transparency and fairness. To be eligible to run for a position, students had to be members of the Mathinik Club and meet certain academic criteria.

Several passionate math enthusiasts stepped forward to run for leadership positions within the Mathinik Club. Each candidate presented their vision and goals for the club, emphasizing their commitment to promoting math education and fostering a sense of community among members.

With a fresh team of leaders at the helm, the Mathinik Club is geared up for an exciting year ahead. Their commitment to enhancing math education, fostering a sense of community, and organizing engaging events is sure to benefit all members.

This election serves as a reminder that in the world of mathematics, just like in any other field, leadership and innovation go hand in hand to create a formula for success.

Congratulations to the newly elected NVC JHS Mathinik Club Officers!