How much will a doctor with a physical disability and annual net income of around Rs. 2.8 lakhs pay in income tax? Which ITR form is to be filled out?

For disability a deduction of ₹75,000/- is available u/s 80U.Rebate u/s87AFor AY 17–18, rebate was ₹5,000/- or income tax which ever is lower for person with income less than ₹5,00,000/-For AY 18–19, rebate is ₹2,500/- or income tax whichever is lower for person with income less than 3,50,000/-So, for an income of 2.8 lakhs, taxable income after deduction u/s 80U will remain ₹2,05,000/- which is below the slab rate and hence will not be taxable for any of the above said AY.For ITR,If doctor is practicing himself i.e. He has a professional income than ITR 4 should be filedIf doctor is getting any salary than ITR 1 should be filed.:)

An art teacher had 2/3 gallon of paint to pour into containers. If he poured 1/8 gallon of paint into each container until he ran out of paint, how many containers had paint in them, including the one that was partially filled?

Seven2/3 = .66... original partial gallon1/8 = .125 other containersSo start pouring5 of those 1/8s will give me .625, which isn’t quite there, so would need part of a 6th container for the little that’s left between .625 and .66..., (which is about 0.041666... gal., or (5.33 oz.))Pour:1) .1252) .253) .3254) .55) .625 ... not quite there6) .66 - .625 = .035 to go in last container, or about 5 ounces.so that’s 6 containers having paint poured into them,PRESUMING ALL of the paint gets poured, then6 containers had paint in them.But in real life, paint sticks to the original container, and even scraping it out, there would still be SOME left in it.So if it were a ‘container’ as well, then7 containers had paint in themQ: An art teacher had 2/3 gallon of paint to pour into containers. If he poured 1/8 gallon of paint into each container until he ran out of paint, how many containers had paint in them, including the one that was partially filled?

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So what we're going to talk about now is the formation of tropical storms we know that tropical storms bring heat moisture, and they also spin so what we have here is we need to heat, so it's got to be temperature needs to be above 27 degrees Celsius we need moisture therefore they have to occur over an ocean where we've got lots of moisture and that ocean needs to have warmth up to about 60 meters in depth, and we also need the spin, so we're talking between 5 degrees north of the equator and 30 degrees north or south of the equator and that will allow the storm to spin so around about here we would get tropical storms forming we're over an ocean it's nice and warm as it's between the tropics, and it's far enough north to be able to spin, so we have here an area of low pressure because the air above the ocean just here is nice and warm it's being warmed by the nice warm deep sea and as that air warms it starts to rise, and it rises rapidly and that creates an area of low pressure at t

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How much will a doctor with a physical disability and annual net income of around Rs. 2.8 lakhs pay in income tax? Which ITR form is to be filled out?
For disability a deduction of ₹75,000/- is available u/s 80U.Rebate u/s87AFor AY 17–18, rebate was ₹5,000/- or income tax which ever is lower for person with income less than ₹5,00,000/-For AY 18–19, rebate is ₹2,500/- or income tax whichever is lower for person with income less than 3,50,000/-So, for an income of 2.8 lakhs, taxable income after deduction u/s 80U will remain ₹2,05,000/- which is below the slab rate and hence will not be taxable for any of the above said AY.For ITR,If doctor is practicing himself i.e. He has a professional income than ITR 4 should be filedIf doctor is getting any salary than ITR 1 should be filed.:)
An art teacher had 2/3 gallon of paint to pour into containers. If he poured 1/8 gallon of paint into each container until he ran out of paint, how many containers had paint in them, including the one that was partially filled?
Seven2/3 = .66... original partial gallon1/8 = .125 other containersSo start pouring5 of those 1/8s will give me .625, which isn’t quite there, so would need part of a 6th container for the little that’s left between .625 and .66..., (which is about 0.041666... gal., or (5.33 oz.))Pour:1) .1252) .253) .3254) .55) .625 ... not quite there6) .66 - .625 = .035 to go in last container, or about 5 ounces.so that’s 6 containers having paint poured into them,PRESUMING ALL of the paint gets poured, then6 containers “had paint in them.”But in real life, paint sticks to the original container, and even scraping it out, there would still be SOME left in it.So if it were a ‘container’ as well, then7 containers “had paint in them”Q: “An art teacher had 2/3 gallon of paint to pour into containers. If he poured 1/8 gallon of paint into each container until he ran out of paint, how many containers had paint in them, including the one that was partially filled?”

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