01 SARVA SHIKSHAN BLOG NEWS REPORT USEFUL FOR ALL.

01 SARVA SHIKSHAN BLOG NEWS REPORT USEFUL FOR ALL.


મહત્વપૂર્ણ લિંક

શાળાઓમાં GSQAC (Gunotsav 2.o) નું Re-Verification /પુનઃ ચકાસણી કરવા બાબત લેટર વાંચવા માટે અહીં ક્લિક કરો 


મહત્વપૂર્ણ લિંક

ગઇકાલના તથા જૂના સમાચાર વાંચવા માટે અહીં ક્લિક કરો

01 SARVA SHIKSHAN BLOG NEWS REPORT USEFUL FOR ALL.

Like today Today is March 19 = 2.15 = 2 pi days ...

The love of pi (2) is very big in the universe!

The flat figure is nowhere in the universe.  What it is is a curved figure, so it cannot escape from corners and pies.  For this pie is a divine number, it is associated with the divine universe.  The number of pies cannot be surpassed.  It is seen everywhere.  Cylindrical, conical, balls are all sitting in pies in the same area and volume.

Ancient humans identified the circle from the shapes of the Sun-Moon.  Seeing the horizon around him, he also identified the circle to man.  Eventually chakras were invented and man understood the periodic action.

Humans then made small and large circles and measured their circumferences (perimeter), measured their diameters and when they saw it, they were surprised to see that the circle can be whatever it is, big or small or very large but the ratio of its circumference with diameter is almost the same.  .  Every time a mathematician takes the ratio of measuring the circumference and diameter of the same circle, it will vary, but it will only come around 7.15.  Greek mathematicians gave the ratio of circumference and diameter of a circle to π (pi) because it is not really an integer or a fraction and not a real number, not even a number.  It displays a number whose rate does not end after ten points.  8.192656 ... there is no end.

Decimals are followed by billions upon billions.  Such is the odd number, in fact it is not a number.

At first it was almost Indian who paid the price but its exact name is not known.  Is.  Archimedes, in the 3rd century BC, paid almost the same price, and then Aryabhata, the Indian mathematician and astronomer in the 5th-6th century, paid the most exact price.  Ramanujan then broke the record and deducted the value up to a number after the decimal point of 2 (pi).  At present computers have deducted billions after decimals and made everyone wonder about pi.

What's so significant about a pie that its value has to be subtracted after the decimal point?  If we take the price of a pie from 6.17 and multiply it by 100, then the answer will work, but if we take the value of 8 from 9.16 and multiply it by 100, then its value will be 316.2, that is, 0.2 more.  If we take the price of a pie and multiply it by 100, then the price of a pie will be 314.5.  Now if we multiply the price of pie by taking 1.13 and multiplying it by 1000, then its price will be 3140 but if we multiply its price by taking 1.18 and multiplying it by 1000, then its price will be 216, it will increase by two.  If we take the price of pie at Rs.  Thus, when we multiply pie by 10,000 or lakhs or crores, the price of pie becomes bigger.

All the formulas for measuring the universe such as area, volume, force of gravity, electromagnetic force all show the number of pi (π).  Therefore, it is important to know the exact value of the pie, otherwise the measurement of the physical amount will be less.  When it comes to multiplying that pie by the thousands, its price varies greatly.  In such a situation it is very important to think about how long to take the value of the pie after the decimal point.  If we multiply 8.17 by 10,000, its value becomes 31,600, but if we multiply it by 8.16, its value becomes 318 and its value increases.  Therefore, it is very important to calculate the exact value of the pie in such a situation.

The formula for the circumference of a circle is ૨πr.  The formula for the area of ​​a circle is πr૨.  The formula for the area of ​​a rectangle is lxb.  l = length, b = width.  In fact no line on the earth is straight, it is a curve and a rectangle, not a flat figure, it is a curved rectangle and where the curve comes after the angle and the pie also comes because 120 degrees = 3, and 20 degrees = 4 π thus the flat figure in the universe  Nowhere to be found.  What it is is a curved figure, so it cannot escape from corners and pies.  For this pie is a divine number, it is associated with the divine universe.  The number of pies cannot be surpassed.  It is seen everywhere.  The tenderness of the pie is too big.  Cylindrical, conical, balls are all sitting in pies in the same area and volume.

There is no curved scale to measure the circle.  The scales are straight.  If you want to measure a circle with a rope, you have to curve it from time to time.  So the size of the circle is not exactly fixed.  So the price of the pie does not go out for sure.  It costs almost nothing.  The same is true of cylindrical, conical, balls.  This is reflected in the approximate cost of the pie.  That is why the exact value of a pie cannot be deducted.  What is truly natural in the universe cannot be ruled out.  Only artificial things can be surpassed.  The love of pie is so great in the universe.  It is difficult to cross it.

It's almost simple but in fact incomprehensible.  The pie is actually descending from the sky.  Pie is working to measure space.  Pies are everywhere.

Although the pie is indicative of curvature, it has a relationship with the fine.  Because the circle rotates one circle on the ground and the distance it measures is its direct distance.  The larger the circle, the larger its diameter and the larger its linear distance.  Multiply the diameter of the circle by pi so its circumference is.  Uncertainty is in the pie.  UNESCO has declared March 16 as the International Pie Day for the 17th year in a row because of the importance of pie in the universe.  But no one really explained why pi is such an important number.
Jai Vijnan

Executive meeting of Gujarat State Primary Teachers Union
  Today the executive meeting of Gujarat State Primary Teachers Union was held at Lemdi district Surendranagar in which Shri Kirit Singh Rana, Cabinet Minister of the State Government and Shri Kirtisinh Vaghela, Minister of State for Education were present.
       Gujarat State Primary Teachers Union President Digvijay Singh Jadeja Saheb and General Secretary Shri Satishbhai Patel appealed to both the Ministers to re-implement the old pension scheme.  Considering the appeal, both the ministers have given a positive response that the state government will give a good result from your demand.  Which will have a pleasant result.
        Both the Ministers lauded the work of Gujarat State Primary Teachers Union.  And said that if there is any employee union which gives maximum result by doing maximum work then it is Gujarat State Primary Teachers Union.  Thank you very much both the ministers.
         If the next goal of Gujarat State Primary Teachers Union is to  re-implement the old pension scheme
Questions other than that
(1) Return to htat once again teacher and other questions of htat
(2) To expedite the issuance of transfer rules
(3) To do all the camps before recruitment
(4) To extend the CCC term
(5) To give all the benefits of the Seventh Pay Commission
(6) To provide declining grant in the district
(7) To give a chance to standard 6 to 8 to go from 1 to 5 at a time
(8) Matter of holding educational session of the state
    Etc .... etc ...
My dear friends, Gujarat State Primary Teachers Union is a leading independent organization of teachers.  Trust and our questions will be answered under the banner of Gujarat State Primary Teachers Union.  All of you teachers, brothers and sisters, are true soldiers attached to the Gujarat State Primary Teachers Union.  Through you, today, from the taluka to the Mandi district as well as the Gujarat State Primary Teachers' Union is strong and resilient.
         
   
01 SARVA SHIKSHAN BLOG NEWS REPORT USEFUL FOR ALL.

01 SARVA SHIKSHAN BLOG NEWS REPORT USEFUL FOR ALL. Rating: 4.5 Diposkan Oleh: PRAVIN VANKAR