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Sagot :
Pythagorean theorem:
c^2 = a^2 + b^2
Plug in the values:
c^2 = 5.8^2 + 4.9^2
c^2 = 33.64 + 24.01
c^2 = 57.65
Square root the equation:
c = 7.6
c^2 = a^2 + b^2
Plug in the values:
c^2 = 5.8^2 + 4.9^2
c^2 = 33.64 + 24.01
c^2 = 57.65
Square root the equation:
c = 7.6
Answer:
To determine the length of the other side of the triangle, we must use Pythagora's theorem.
a^2 = b^2 + c^2
( where a = |EG| )
=> a^2 = 5,8^2 + 4,9^2 = 33,64 + 24,01 = 57,65
<=> a = the square root of 57,65 = 7,6
To determine what angle G is, we must use the tangens of angle G;
tanG = |EF|/|FG|
=> tanG = 5,8/4,9 = 1,2
therefor angle G = 49°48'28"
because the sum of the angles of a triangle equals 180;
180°-90°-49°48'28"6= 40°11'31"4 = angle E
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