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📰 Solution: The prime factorization of 2048 is $2^{11}$, and 1024 is $2^{10}$. The LCM of two numbers is the product of the highest powers of all primes present. Thus, $ ext{LCM}(2048, 1024) = 2^{11} = 2048$. The answer is $oxed{2048}$. 📰 Question: What is the base-ten number represented by the base-eight number 315? 📰 Solution: Converting $315_8$ to decimal: $3 imes 8^2 + 1 imes 8^1 + 5 imes 8^0 = 3 imes 64 + 1 imes 8 + 5 imes 1 = 192 + 8 + 5 = 205$. The base-ten equivalent is $oxed{205}$. 📰 The Shocking Truth Behind Dr Velugubantis Methodswake Up To This Game Changer 375393 📰 10K Value Nba Youngboy Wallpaper Thatll Ascend Your Phone To Stardom Now 5539470 📰 Robison Rd 174630 📰 Capital Of Oman 6489978 📰 Vpn Trial Free 1234874 📰 Ruby Falls Redbud 6017880 📰 Eq 0 And No Further Restrictions The Solutions Are 1561418 📰 Mind Blowing Flavor Boost From The Smarties You Grew Up With 3454564 📰 Whats Capable Of Hiding Warehouses Inside Small Tiny Drawers 6458635 📰 5 Are You Missing Out On Bond Investment Magic Heres What You Need To Know Now 9664307 📰 Debi Mazar Movies And Tv Shows 1951237 📰 How To Screen Lock On Iphone 2339576 📰 Your Yahoo My Portfolios Secrets Boost Your Returns With These Pro Tips 8624835 📰 This Simple Explanation Reveals Exactly How Vaccines Train Your Body To Stay Safe 7712560 📰 Viva Engage The Secret Weapon Employees Are Craving For Higher Engagement Productivity 935105