Maths which is bigger




















It can also be expressed as at least or minimum. The greater than means that some variable or number can have any value that is greater than the given limit, not less than that or equal than that limit, but the greater than or equal to states that the number or variable can be equal or more than the given limit.

The greater than or equal to tells that the amount either should be more or equal to the minimum limit whereas the less than or equal to is just opposite of greater than and equal to.

Less than or equal to means, the amount should be equal or less than the maximum limit. It should not be less than or more. No, we can't say 4 is greater than or equal to 3. Because 4 is bigger than 3 not equal to 3. Therefore the correct sentence will be 4 is greater than 3. Greater than or equal to is used to show that one variable is greater than or equal to a given quantity.

For example, the company is having its policy to launch the product either at the same price or more than the old price. So we can say that the new product price is greater than or equal to the old price. Learn Practice Download. Greater Than or Equal To The greater than or equal to symbol is used to represent inequality in math. What is Greater Than or Equal To? Greater Than or Equal To Symbol 3.

Greater Than or Equal To Application 4. Have questions on basic mathematical concepts? The alligator will always want to eat a larger number of fish. Whichever number is larger, the alligator mouth is opened towards that number. If you were given 5 and 8 and were told to show which number is greater than or less than, the alligator would open his mouth towards the 8.

This shows that 5 is less than 8. The same would work if you were given 10 and 4. The alligator mouth would open towards the 10, showing that the 10 is greater than 4. What happened? Straight lines are drawn from each corner of a square to the mid points of the opposite sides. Express the area of the octagon that is formed at the centre as a fraction of the area of the square. You may wish to explore the problem Which Is Cheaper? How did you decide?

Here's how I decided:. Can you explain why we have come to different conclusions? Is there a diagram you could draw that would help?



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