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Q: What are the square numbers between 550 amd 650?

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this is the answer you require: [550,650) i.e all numbers from 550 including 550, till 650 excluding 650. If you want to know the no. of integers, it is: 100. If you want to know the no. of real numbers, we can't count them i.e. infinite no. of numbers!

Halfway between means if we put the two numbers on the number line, we find the distance between the two numbers and if we go half that distance we get to the number we are looking for.Now the distance between 500 and 800 is 800-500 or 300.We need half of that which is 150. So now take 500+150=650 or take 800-150 which must also be 650.

750

650

600

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this is the answer you require: [550,650) i.e all numbers from 550 including 550, till 650 excluding 650. If you want to know the no. of integers, it is: 100. If you want to know the no. of real numbers, we can't count them i.e. infinite no. of numbers!

600

Blue.Violet 400-450 nm, Blue 450-500 nm, Green 500-550 nm, Yellow 550-600 nm, Orange 600-650, and Red 650-700 nm

Halfway between means if we put the two numbers on the number line, we find the distance between the two numbers and if we go half that distance we get to the number we are looking for.Now the distance between 500 and 800 is 800-500 or 300.We need half of that which is 150. So now take 500+150=650 or take 800-150 which must also be 650.

650 x 650 = 422,500

An unlocked Samsung Galaxy S4 is presently between $550-650 USD.

650 square feet is 72.22 square yards.

650 square meters is 6,996.5 square feet.

All the multiples of 650 - numbers of the form k*650 in which k is any integer.

No, not as it is without some modification.

So the total number of nails is 650, therefore: X + Y = 650, and 5X + 7Y = 4350 First we can solve the first equation for Y: Y = 650-X Now that we know the relationship between X and Y, we can solve for one of them by substituting that value into the other equation. : 5X + 7Y = 4350 5X + 7(650-X) = 4350 5X + 4550 - 7X = 4350 -2X + 4550 = 4350 -2X=-200 X=100 Since Y = 650-X, Y = 550. If we plug those numbers into our original equations then we can verify the solution: 7(550) + 5(100) = 4350. (550) + (100) = 650

750

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