# There are 49 dogs signed up for a dog show. There are 36 more small dogs than large dogs. How many small dogs have signed up to compete?

The number of small dogs that have signed up to compete in a dog show can be determined using the given information. The total number of dogs signed up is 49, and there are 36 more small dogs than large ones. To solve this problem, first we need to calculate the total number of large dogs. Since there are 36 more small dogs than large ones, we know that the total amount of both small and large dogs is 85 (49 + 36). Then, if we subtract the amount of large dogs from this value (85 – 36) we end up with 49 – which corresponds to the amount of small dogs enrolled for competition!

### There are 49 dogs signed up for a dog show. There are 36 more small dogs than large dogs. How many small dogs have signed up to compete?

This answer makes sense because it also follows our initial assumption; namely that since there were 36 more small than big it stands reason then logically their combined totals must equal same number each other i.e., 85 when added together…. This shows us how important understanding relationship between variables integral part solving any equation regardless complexity or simplicity issue at hand may seem initally….

Furthermore fact larger pool participants increases chances success outcome event itself due greater degree diversity represented amongst entrants thus allowing judges make informed decisions taking into account wide range different traits features being displayed course proceedings leading better overall experience all involved including attendees spectators alike who come watch enjoy spectacle unfold front eyes as well those actually competing take part competition! Ultimately mathematics plays pivotal role making sure everything runs smoothly behind scenes order ensure maximum satisfaction achieved everyone involved process…

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