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How many ten-digit numbers can be formed using all the digits of 2435753228 such that odd digits appear only in even places?
we have : 2435753228
Now here we have 5 odd digits and 5 even digits and total 10 places
so 5,5,3,3,7 will arrange in 5 places and 2,2,2,8,4 will arrange in 5 places
we get : total arrangements =$$\frac{5!}{3!}\times\ \frac{5!}{2!\times\ 2!}$$
we get $$\frac{\left(5!\right)^2}{3!\ \left(2!\right)^2}$$
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