If (1+3+5+........m)+(1+3+5......n)=(1+3+5.....r) where each set contains the sun consecutive odd natural numbers as shown,then the number of possible values of (m,n,r)where m,n,r are odd and less than or equal to 50 is, A)4 B)5 C)7 D) none of the above

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If (1+3+5+........m)+(1+3+5......n)=(1+3+5.....r) where each set contains the sun consecutive odd natural numbers as shown,then the number of possible values of (m,n,r)where m,n,r are odd and less than or equal to 50 is, A)4 B)5 C)7 D) none of the above

If (1+3+5+........m)+(1+3+5......n)=(1+3+5.....r) where each set contains the sun consecutive odd natural numbers as shown,then the number of possible values of (m,n,r)where m,n,r are odd and less than or equal to 50 is, A)4 B)5 C)7 D) none of the above

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If (1+3+5+........m)+(1+3+5......n)=(1+3+5.....r) where each set contains the sun consecutive odd natural numbers as shown,then the number of possible values of (m,n,r)where m,n,r are odd and less than or equal to 50 is, A)4 B)5 C)7 D) none of the above

If (1+3+5+........m)+(1+3+5......n)=(1+3+5.....r) where each set contains the sun consecutive odd natural numbers as shown,then the number of possible values of (m,n,r)where m,n,r are odd and less than or equal to 50 is, A)4 B)5 C)7 D) none of the above

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