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📰 A micropaleontologist observes that the abundance $A(t)$ of a microfossil species follows $A(t) = 1000 e^{-0.03t} \sin(0.1\pi t)$, where $t$ is time in thousands of years. At what time $t > 0$ does the first local maximum occur? 📰 To find maxima, take derivative: $A'(t) = 1000 [ -0.03 e^{-0.03t} \sin(0.1\pi t) + e^{-0.03t} (0.1\pi) \cos(0.1\pi t) ]$. 📰 Factor: $A'(t) = 1000 e^{-0.03t} [ -0.03 \sin(0.1\pi t) + 0.1\pi \cos(0.1\pi t) ]$. 📰 1 412 Vs B731 Gste 3 📰 1 Concrete Splash Blocks Transform Every Backyard With These Must Have Hardscaping Trends 📰 1 Cvc Words Decoded The Top Rated Tool For Perfecting Phonics Skills 📰 1 Discover The Real Heroes 7 Incredible Community Helpers You Never Knew You Needed 📰 1 Fall Just Got A Color Pop The Surprising Colours That Define Autumn 📰 1 Ingredients 100 In Flavorcrumbl Cookie Recipe That Will Go Viral 📰 1 These Cute Cars Will Make Your Heart Soup Youll Be Glowing With Joy 📰 10 Adorable Bugs Youll Want To Hug The Cuteest Insects Thatll Steal Your Heart 📰 10 Adorable Christmas Backgrounds That Will Make Your Fall Feels Magical 📰 10 Adorable Christmas Squishes You Need To Decorate Your Home This Year 📰 10 Adorable Cute Hairstyles For Long Hair That Will Steal Your Heart 📰 10 Adorable Fingernail Ideas Thatll Make You Smile Wickedly 📰 10 Adorable Hairstyles That Will Make Your Girl Looking Like A Princess 📰 10 Adorable Roblox Avatars Thatll Make You Smile Instantly 📰 10 Behind The Scenes Cs Lewis Phrases Every Gamer Needs To Repeat