The 1st Math2Shine International Vedic Mathematics Competition (1st MIVNC) will be held online on July 22, 2023. The competition is open to students and Vedic Math enthusiasts of all ages. See the full details in the invitation below. Here is…
The 9th Online Vedic Mathematics Conference, which is organized annually by the Institute for the Advancement of Vedic Mathematics (IAVM) will be held on June 10 & 11 at 6:00 to 10:00 PM Philippine time. In June 10, Vedic Math…
What is the remainder when the difference between 1,000,000 and 456,789 is divided by 9? A) 4; B) 5; C) 6; D) 7; E) 8 This question, given in the Primary category of the 3rd MATH-Inic Vedic Mathematics National Challenge…
Congratulations to the winners among the 1833 participants of the 3rd MATH-Inic Vedic Mathematics National Challenge! The top three placers in their respective categories are: Beginners: 1 - Jan Lemuel Zapanta of Bo. Obrero Elementary School of Caloocan City 2.5…
“Which of the following is the equation of the straight line that passes through the points (3, 7) and (1, 5)? A) x + 3y = 5; B) x − y = − 4; C) 3x − 2y = 4;…
Can you solve this problem in less than 3 seconds? “What are the last four digits in the recurring pattern in the decimal equivalent of 1/19? A) 6667; B) 0526; C) 8421; D) 9991; E) 3829” This problem, which was…
“The equations of two lines are x + y = 14, and x − y = 2 . What are the coordinates of the point of intersection? A (4, 10); B (10, 4); C (7, 7); D (6, 8); E…
“Given that |x|< 2, what are the first three terms, in ascending powers of x, for the expansion of 4 /(2+ x)2? A) 1− 4x +5x2 + …; B) 1− x + 3/4 x2 +…; C) 1 + x –…
A question in the Junior Level of the 2nd International Vedic Mathematics Olympiad requires the answer to the square of 2022. Because the figure only involves 2s and 0, this is easily solved even when using conventional multiplication. But squaring…
“How many rectangles of all types are there? A) 34; B) 56; C) 289; D) 324; E) 360 This question, given in Intermediate, Senior and Open Levels of the 2nd International Vedic Mathematics Olympiad, can be easily solved using the…