Excercise 1 - Sine and Cosine Rules: Limitations and Applications

Home Top Ad

Post Top Ad

Excercise 1


1. A plane is flying at altitude of 5000m. The pilot a boat at an angle of depression of 12°, calculate the horizontal distance which places the plane directly above the boat. 
 Problem
Solution:
1)
data:image/png;base64,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:image/png;base64,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
2)
 data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAAAwCAIAAABon0jiAAADX0lEQVRoge2Zy5WsIBCGCcEQzEBCmBA6Ac4xBEJgy8oQDEEyMAQ37g2BELgLFHkVardzpefwL2ZssdH6uqooSqSKTgs9/QDfpALrggqsCyqwLqjAuqC8YAmCbDV83sdm3sROJwas6Yi44/FygwVYNfPGoLCP4QElyM7IPv5A3wFLEMdrZt6stoMD+1F0hveUH6wtdizbfMuNp4ADARzjdWvQ2seG+1G85gbLPG4yigTR5oIDbkSqlcs+X8PnmTf6L9L/iDh0v7xgOTIkHEPN0GopTBGEJQginBM+bzdZPwR+6itjWMa+m2HNvGkajUpft344ZJU9rIbPN4ehPSTInhyPWYWwnFLHyh/3ViwR6WxrTe/ad2eC377i1x1HtkU9SxCfSuDWvyCdcaO39DzIKR3iA75rGXiCRFmt58FCTykFhaGbDPRS8T+0F+Per3VbUWqxcrzPqSIgATnLCYHfdqlzyni7oyORJ0g5XhBTHozvFLga2gtFkRYES/vNb8FKu2SGSsCaedNwYcqcolUhLJPR5zStkrOctS/cTWSrcRzbtpVSfjLJ6/UahiFxgQUrLDwPfCsXDcOAMf6QlBbGOMELKeVGlF3hfUNISSkxxn3f3zLbMAxVVUHcH99IpzcYx2KM1XUNmBetqC03iN26ruu2baP3ehjWme1rWhjjiG177R6W+/Z2MBIzlNKqqqL3ehZWuGO/pmmaEEJglgkaNb4fx+4/DANCaFmWcL7nYLlJ0e6Dux6xrcnb9bb1fd8jhKZpgm8ReZ2204mt91JKhFDXdeF8z3qW87BuM3Pv7tn0POu6roO8YJsmuTQBno0QopSGl2cGK9Jtcfm49U3btmYvAkyfggW9Tqyq6vV6heczgrXJexeWgkUpRQiBFVYSVmJtgRbErGDtr+5OehZj7E1YdhMwUP5hCIVkCpZeuc4n+H0Sqw3MXWjLsmSe4AV3uhyzfwzASqxc21cDWJ5PCe5doH+AcRzD+TIoSk3lYFWShOjzPz9WcWEXG8beuq4jyThoiUTeUwFVPGMMYxx92se3O5+q73uo4H5PGGPGWHTo62Eppe7dSMM7zT8Ba5qmRKvgvKSU6ZbWX4CllJqmCWoVnBel9HTzr+hIBdYFFVgXVGBdUIF1QQXWBRVYF/
3) 
data:image/png;base64,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

Post Bottom Ad

Pages