Question

How do you write the product of a number and $35$?

Answer 1

Hint: Here we need to know that when we are given any two terms which are multiplied, we can represent it simply by the symbol between the two multiplied terms and if we do not write it and write the two terms together that also means that they are multiplied only.

Complete step-by-step answer:
Here we are given that we need to represent the multiplication of the two terms out of which one is an unknown number and the other number is $35$
For this we must know that each symbol has its own representation. For example: If we add two terms we put the symbol between the two added terms and during subtraction we put the symbol between them and for division we use the symbol
Similarly for the multiplication of the two terms we use the symbol between the two multiplied terms. Here we are given the two numbers as the unknown number and the term $35$
So let the unknown number be $n$ and the other number that is to be multiplied with it is $35$
So we know that we need to insert the sign in between the two multiplied terms. So we will get the multiplied term as $35 \times n$ but we must know that if we multiply the two terms it is not necessary to put the sign of it in between. We can also write them together without any sign between them. So we can write the multiplication as $35n$
Here $n = $unknown number
Other number$ = 35$

Note: Here the student must know that when we multiply the two numbers the sign is not necessary to be inserted between them but in all other addition, subtraction and division the symbol is necessary to be inserted between them.