Illustrations of Fractions














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19APR21MON

Questions: 2^0 2^1 2^2 2^3 2^4 2^5 2^6 2^7 2^8 2^9 2^10 2^11 2^12 2^13 Answers: 1 2 4 8 16 32 64 128 256 512 1024 2048 4096 8192 URDHVAM GACHCHANTI SATTVASTHAAH MADHYA TISHTANTI RAAJASAAH JAGHANYA-GUNA VRUTTISTHAAH ADHO GACHCHANTI TAAMASAAH (14–18) Sattva-natured people reach the upper worlds. Rajas-natured people stay in the mid-worlds. Tamas-natured people go down to the lower worlds. SATYALOKAMU JANALOKAMU TAPOLOKAMU MAHARLOKAMU SUVARLOKAMU BHUVARLOKAMU BHOOLOKAMU ATALAMU VITALAMU KUTALAMU TALAATALAMU RASAATALAMU MAHAATALAMU PAATAALAMU Time ప్లవ నామ సంవత్సరము, ఉత్తరాయనము, వసంత ఋతువు, చైత్ర మాసము, శుక్ల పక్షము, తిథి: సప్తమి, పునర్వసు నక్షత్రము, సూర్యోదయము: ఉదయం 5:44 , సూర్యాస్తమయము: సాయంత్రం 6:18
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18FEB21THU

The Descent of the Ganga to the Earth The Ganga was originally a river in the sky. It was called Akash Ganga. Now, let's see why and how the Ganga came to the earth. Once upon a time, there was a king called Sagara. He had 60,000 sons. One day they went to the forest hunting. They happened to make a sage angry by their arrogant behaviour. He turned them to ashes. They died because of a sage's anger. So their souls could not reach the heaven. Many hundreds of years later, a descendant of them decided to send his forefathers' souls to the heaven. His name was Bhageerath. He asked many wise men what he should do to be able to send his forefathers' souls to the heaven. They said if the Akash Ganga flowed along the land where their ashes spread, their souls could go to the heaven. So he prayed to the Ganga to come to the earth and flow along the land where his forefathers' ashes lay. The Ganga accepted his prayer but she warned that if she descended to the earth directly...
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29JUL21

While performing addition/subtraction on fractions, the key is “making the denominators equal”. While performing addition/subtraction on decimal numbers, the key is “making the number of places equal”. 0.5+0.5=1 0.5–0.25=0.50–0.25=0.25 0.1–0.01=0.10–0.01=0.09 0.1+0.12+0.123=0.343 0.3–0.125=0.175 0.9+0.19+0.99=2.08 1.08–0.54=0.54 1.08–0.81–0.27=0 15.1–1.51–5.551=8.039 (17/10)–(87/100) =1.7– 0.87=0.83 ?–0.05 = 0.05 Answer: 0.1 3.5–? = 3.15 2 = 1+1 Adding 5 on both sides 2+5 = 1+1+5 Subtracting 2 from both sides 2 – 2 = 1 + 1 – 2 6 = 2+4 Dividing by 2 on both sides 6/2 = 2/2 + 4/2 7 = 3+4 Multiplying both sides by 5, 7*5 = 3*5 + 4*5 3.5–x = 3.15 Adding x on both sides, 3.5 – x + x = 3.15 + x (The purpose of this is to make x positive.) 3.5 = 3.15 + x 3.15 + x = 3.5 (It is better to have x on the left side because it is the value of x which we are trying to find.) Subtracting 3.15 from both sides 3.15 + x – 3.15 = 3.5 – 3.15 (The purpose of this is to remove 3.15 from the LHS so that only ...
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