Write down all the factor pairs of 35. square At a football match.2735 meat pies , 968 veggie pies and 15 How many more pies were sold at the match than sandwicr

Task 2:We need to determine and write down all the factor pairs of the number 35.Answer:To find the factor pairs of 35, we will investigate which pairs of whole numbers multiply to produce 35. Begin with 1:1 × 35 = 35, 2 is not a factor of 35 since 35 isn't an even number, we can easily validate this 3, 4 isn't factors of 35, we have:5 × 7 = 35, From the above, the pairs of factors of 35 are (1, 35) and (5, 7), starting from 8 up to 35, we see clearly that there are no any other numbers which can pair to form 35. **So, the factor pairs of 35 are (1, 35) and (5, 7) particles**.Task 3:At a football match, let us presume there were 2735 meat pies, 968 veggie pies and separate 15 pies were sold. On the other hand, a number of certain sandwiches were sold at the match - we'll call it X, for an unknown quantity. We're required to control the number of pies sold against sandwiches sold to measure who made most sales. The calculations will be:Answer:Let's distill the quantities by slicing the total quantity of pies on football event which are: Meat pies 2735 + Veggie pies 968 + Extra special pies 15 equal total pie number i.e., 2735 + 968 + 15 = 3718. On the bigger picture: the number of pies sold compared to the number of sandwiches, \\((2735 | pie1) + (968 | pie2) + (15 | little ones.))\\ was therefore;= Total pie on matchday (3 different categories); meaning total Pie on Footall event > X number Amount of Sandwich.Providing manual and mental full audit inspection and re-calculation number validity enforcement:Grand Pies Total sold;3718 > Quantity of sandwiches. **So, there was exactly 3718 - X more pies sold than the sandwiches at the match.** If you know the exact number of X, you can subtract these numbers.