Show that `(111...1)/(91 "digits")` is a composite number.

Statement 1: x=1111....1 of 91 times of is a composite number.

Statement 1: x=1111 91 times of is a composite number. Statement 2: 91 is a composite number.

Show that 5xx11xx17+17 is a composite number.

Show that 5xx11xx17+17 is a composite number.

Show that 5xx7xx11+11 is a composite number .

Show that 5xx7xx11+11 is a composite number .

Prove that x= underset(91 "times")ubrace(1111,....) is composite number.

Prove that x= underset(91 "times")ubrace(1111,....) is composite number.

Prove that x= underset(91 "times")ubrace(1111,....) is composite number.

A number consists of two digits sum is 10. If the digits of the number are reversed then the number decreases by 36. Which of rhe following is/are correct ? 1. The number is divisible by a composite number. 2. The number is a multiple of a prime number. Select the correct answer using the code wen below :