0
perhaps you mean without using any other numbers? a lot depends on your constraints 9/9+9=10 which is 20 expressed in base 20 if you allow transformal mapping use Y=Nx20/27. Then each 9 transforms to 20/3 and Y1+Y2+Y3=20 There may be other transforms not involving constants that work. For instance, if we round our result to the nearest 10, ROUND [sqrt(9) x sqrt(9) + 9 ] gives 20. OR for some unspecified power N, we wish 9^n+9^n+9^n=20 using n~ 1.1582 solves the relation
What else can I help you with?
Using three nines make them equal 11?
99/9=11
How 5 times 3 can be equal to 5 by using mathematical symbols?
5 X 3 =/= 5
How do you get 1-100 using four nines?
101
What is a statement in discrete mathematics?
A sentence formed using words and mathematical symbols which is either true or false but not both.
How do you write 20 using four nines?
99/9 + 9 = 20
How do you get 100 using 4 nines and mathematical operators?
99 + (9 ÷ 9) = 100
How do you write 100 using four nines using any operation symbols?
99 + 9/9 = 100
How do you write an exponent in a mathematical formula using Word?
symbols
How can you get ten using 2 nines 2 ones and any mathematical operation?
It could be: 9+91-1 = 10
Using three nines make them equal 11?
99/9=11
How can you get 100 using five nines?
9x9=81 9 9=18 9 to the power 0=1 81 18 1=100
How do you take 1 away from 29 to leave 30 using mathematical symbols?
29-(-1) = 30
How 5 times 3 can be equal to 5 by using mathematical symbols?
5 X 3 =/= 5
How do you get 1-100 using four nines?
101
What is the mathematical language of symbols including variables?
The mathematical language of symbols, including variables, is a systematic way to represent mathematical concepts and relationships using symbols rather than words. Variables are symbols that stand for unknown values or quantities, allowing for generalization and abstraction in mathematical expressions and equations. This symbolic language facilitates the formulation of mathematical theories and the solving of problems by providing a concise and universal means of communication among mathematicians. It enables complex ideas to be expressed clearly and efficiently, making it easier to manipulate and analyze mathematical relationships.
What is a statement in discrete mathematics?
A sentence formed using words and mathematical symbols which is either true or false but not both.
What are the three types of special notation?
The three types of special notation commonly used are mathematical notation, which includes symbols and signs for expressing mathematical concepts; musical notation, which represents music through symbols on a staff; and scientific notation, a way to express large or small numbers using powers of ten. Each type serves a specific purpose in its respective field, facilitating communication and understanding among practitioners.
