CATModern Math > 404040636363595959616161✅ Correct Option: 3Related questions:CAT 2020 Slot 1If y is a negative number such that 2y2log35=5log232^{y^2log_3 5} = 5^{\log_2 3}2y2log35=5log23, then y equalsCAT 2018 Slot 1If xxx is a positive quantity such that 2x=3log522^x = 3^{\log_5 2}2x=3log52, then xxx is equal toCAT 2021 Slot 2For all possible integers nnn satisfying 2.25≤2+2n+2≤2022.25 \leq 2+2^{n+2} \leq 2022.25≤2+2n+2≤202, the number of integer values of 3+3n+13+3^{n+1}3+3n+1 is