%3Cp%3EA%20small%26nbsp%3Bplane%26nbsp%3Bis%26nbsp%3Bflying%26nbsp%3Bhorizontall
ID: 2846189 • Letter: #
Question
%3Cp%3EA%20small%26nbsp%3Bplane%26nbsp%3Bis%26nbsp%3Bflying%26nbsp%3Bhorizontally%26nbsp%3Bdue%26nbsp%3Beast%26nbsp%3Bin%26nbsp%3Ba%26nbsp%3Bcalm%26nbsp%3Bair%26nbsp%3Bat%26nbsp%3B275%26nbsp%3Bmi%2Fhr%26nbsp%3Bwhen%26nbsp%3Bit%26nbsp%3Bis%26nbsp%3Bhit%26nbsp%3Bby%26nbsp%3Ba%26nbsp%3Bhorizontal%26nbsp%3Bcrosswind%26nbsp%3Bblowing%26nbsp%3Bnorthwest%26nbsp%3Bat%26nbsp%3B30%26nbsp%3Bmi%2Fhr%26nbsp%3Band%26nbsp%3Ba%26nbsp%3B10%26nbsp%3Bmi%2Fhr%26nbsp%3Bup%26nbsp%3Bdraft.%26nbsp%3BFind%26nbsp%3Bthe%26nbsp%3Bspeed%26nbsp%3Bof%26nbsp%3Bthe%26nbsp%3Bplane%26nbsp%3B(rounding%26nbsp%3Bto%26nbsp%3Bone%26nbsp%3Bdecimal)%2C%26nbsp%3Band%26nbsp%3Bthe%26nbsp%3Bdirection%26nbsp%3B(rounding%26nbsp%3Bto%26nbsp%3Bone%26nbsp%3Bdecimal)%26nbsp%3Bexpressed%26nbsp%3Bas%26nbsp%3Ba%26nbsp%3Bunit%26nbsp%3Bvector%3C%2Fp%3EExplanation / Answer
If you can provide figure that would be better .
wind is in northwest
so its compnent in west direction gets subtracted from planes velocity => resultant velocity = a
and now plane will have additional vertical compnent because of the wind = b
net velocity is the resultant o both these compnents sqrt(a^2 + b^2)
let me know if you need anymore help
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