Answer asap a spinner numbered 1 to 50 is spun twice. find the probability that the total from the two spins is 52

First of all, observe that every possible outcome for the first spinner claims (if possible), exactly one outcome for the second spinner, in order to obtain 52 as the sum:

As you can see, if you spin a 1, you can't get a sum of 52, because the second spin will give at most 50, and you'll have a sum of 52.

All the other first spins "require" the second spin to output a precise value (namely, 52-x, where x is the first spin result).

This table has 50-2+1=49 rows, which are the 49 possible combinations that give 52 as sum.

The total number of possible outcomes is 50^2=2500, so the probability of getting 52 is 49/2500.

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step-by-step explanation:

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