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1000 piece jigsaw puzzle

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Unless $ f(x) - 10x $ has four zeros — impossible for degree 3. So the only way the conditions hold is if $ f(x) = 10x $, and accept its not truly cubic — but the problem states it is.Wait — perhaps the function is cubic but satisfies these values — but four points determine a cubic fully only if conditions match. But three points determine a quadratic, four dont restrict to a cubic unless consistent.But here: $ f(1)=10, f(2)=20, f(3)=30, f(4)=40 $ — these lie on $ f(x)=10x $. Any cubic passing through these four points must satisfy $ f(x) = 10x + (x-1)(x-2)(x-3)(x-4)q(x) $, but degree issue.$ x=4 $: $ 64a + 16b + 4c + d = 40 $CrazyGames Billiards: Unbelievable Mind-Blowing Games That Will Leave You Speechless!Why CrazyGames Billiards Is the Hottest Strip in Online Pool Like Never Before!Knock Your Friends Out of Gas with CrazyGames Billiards—Watch the Chaos Begin!CrazyGames Billiards: The Best Pool Games Youll Crave to Play Every Single Day!Mind-Wracking CrazyGames Billiards Action—Watch Spectacular Wins Go Viral NOW!You Wont Believe What Happens When You Play CrazyGames Bloxd.io—Stop Playing Alone!