Gottfried Wilhelm Leibniz developed Leibniz notation. In Leibniz notation, differentiation looks like a fraction dy/dx and integration looks like a long S, which was used in Germany at the time, to denote "sum" (as in the sum of infinitely thin rectangles used in definite integration).
It looks as if you typed this problem wrong.
The symbol that looks like a star is called an asterisk. It looks like this *.
the sum of p and r is p + r5 times this sum is 5 × (p + r) = 5(p + r)Multiplication is not written as it looks like an 'x' - it is implied by two things next to each other.The brackets are needed as the addition needs to be done before the multiplication.
It looks silver and metallic. It is a rather with a silver shell .That is what silver looks like .
999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
The sum of -14 and 11 is -3. The quotient of -21 and -3 is 7. It looks like the answer to your question is 7.
The Sum operator is the plus sign +. You may be referring to the Sum icon, which is the Greek letter Sigma, which looks like a funny capital letter E, or a capital M on its side. It is Σ.
-- Think of a name for the sum, like 'S'.-- Tell qbasic what 'S' is the sum of.S = 41 + 61 + 2 + 84 + 136-- If you want to see it on the screen, thenPRINT Sand the sum pops up. It looks like this on the screen:324
It looks like this:√x (2)3 · Σ πIt equals:i 8 sum Pi.
I will not answer this since it looks like a question a teacher might ask you.
Gottfried Wilhelm Leibniz developed Leibniz notation. In Leibniz notation, differentiation looks like a fraction dy/dx and integration looks like a long S, which was used in Germany at the time, to denote "sum" (as in the sum of infinitely thin rectangles used in definite integration).
Assyrians had an empire for a thousand years. But if you had to sum them up in a couple of words, they were 1) efficient and 2) brutal.
Assuming you're using Microsoft Excel, select the entire column by clicking and dragging with the mouse, then press the AutoSum button (looks like Σ).
(9,999) + (9,999) = 19,998 So it looks like the sum of two 4-digit numbers can't have more than 5 digits.
The Autosum button, which is the one with the Greek letter sigma on it whch looks like this: Σ
In the end, In closing, All in all, To sum it up, Lastly, Putting this all together, In analyzing the above information, In summary,