Which is larger? $$2.2^{3.3} \text{ or } 3.3^{2.2} $$ Now I need to find out with using a calculator but the answer is $3.3^{2.2}$. The only thing I could think of is rounding. So you know: $2^3=8$ and $3^2=9$ I'm interested in seeing if there are other ways just because there might be the possiblity of being asked: Which is larger? The crocodile is hungry and wants to eat the larger number. So, its mouth opens towards 3. Less Than Example: In the example below, we can see that 6 is a smaller number than 8. We know this because 6 is on the left of 8 on the number line. So, we say that six is less than eight. Description. The operands are compared using the same algorithm as the Less than operator, except the two operands are swapped. x > y is generally equivalent to y < x, except that x > y coerces x to a primitive before y, while y < x coerces y to a primitive before x. Because coercion may have side effects, the order of the operands may matter. Aug 18, 2018. #7. An amount would normally be described as larger or smaller than another amount. A number (in the sense of a numerical figure) would normally be described as higher or lower than another number. But a number of particular things would be understood to refer to those things en masse, rather than to the unspecified number/figure For every infinite cardinal ℵ a, there is a next larger cardinal number ℵ a+1. Thus, the smallest infinite cardinal ℵ 0 is followed by ℵ 1 , then ℵ 2 and so on. When the numerator is bigger than the denomator, it is called a impropper fraction. What you must do is change the impropper fraction to a mixed number. For example a mixed number is 5 and 3/8 (5 3/8). To change to a mixed number, you divide the numerator by the denomintaor. If it comes out even, that single number is your answer, for example, 9/3, would be simplified to 3. However if when you Depending on whether x or y is larger, execution will resume at a different part of the code. Or use the list-sorting trick in the previous bullet to select the GOTO label. In general, the expression ((x - y) / abs(x - y) + 1) / 2 will produce 1 if x is larger and 0 if y is larger. That poster also goes on to mention n(4) from the article mentioned below is in turn much larger than Graham's number which is much larger than n(3). END EDIT. However, Graham's number is near the beginning of a list of enormous numbers. Harvey Friedman has a paper on some nice combinatorial problems whose answers go far beyond Graham's number. 9whaxks.

bigger number or larger number