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It is known that a = 34 degrees, b = 56 degrees, then c = 90 degrees. sinc=1 with the sine theorem, a=sina*c sinc
b=sinb*c/sinc
You can find it by substituting the number. Calculate with a calculator.
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Solution: Because tana+tanb= 3tanatanb- 3=- 3(1-tanatanb).
So (tana+tanb) (1-tanatanb)=-3, i.e. tan(a+b)=-3
So tanc = tan (180° - a-b) = -tan (a + b) 3 easy to get angle c = 60°
Then the product of the triangle is s=1 2 *ab*sinc=(3 3) 2, that is, ab*( 3 2)=3 3
AB 6 is obtained by the cosine theorem c = a +b -2abcosc and c = 7 transport shed 2
So 49 4 = a +b -ab i.e. a +b 73 4 then (a + b) = a +2ab + b =73 4 + 12 = 121 4 Jie Qi Pei De a + b = 11 2
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From tana+tanb=3, tanatanb=- 3, the nuclear group can be calculated that tan(a+b) is also equal to -tanc, and then the result can be calculated according to the area of c=7 lead 2 and huaijiao abc is (3 3) 2.
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Now I forgot that I feel that I use the angle of the c of the spine of tan (a+b) to bring in the area formula to use the sine to find the value of ab, and then use the cosine formula to find the square of (a+b), which should be fine. Anyway, I think this kind of question just remember the idea.,Talk about the conditions to push in the direction you're familiar with.,Finally, just connect it to get the result.。。
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The height is sin20°
If the height does not change, the slope angle is changed to 10
Then the slope length is a rough excavation for leakage:
sin20/sin10°=2cos10°
Take the midpoint of the ac side as e, because ac=7, the midline on the bc side ad=, we get ae=ec=ad=7 2,de stool =1 2ab=2ad 2=ae 2+de 2-2ae*decosaed7 2) 2=2 2+(7 2) 2-2*2*(7 2)cosaed (1).
dc^2=de^2+ec^2-2de*eccosdecdc^2=2^2+(7/2)^2-2*2*(7/2)cosdec (2)
From (1) we get 2*2*(7 2)cosaed=2 2 because the angle aed + angle dec=180
cosaed=-cosdec
2*2*(7 2)cosdec=-2 2 is brought into (2), and dc 2=2 2+(7 2) 2+2 2=81 nucleus 4dc=9 2
So bc=9
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cosa=(b2+c2-a2) (2bc)=(c2+3) 4c, the denominator is less than a 4c, sort out the fraction, get the post-formula, the post-denominator is coarsely sorted, use c+3 c >=2 * root number 3, and then the whole eggplant friendli, you get the root number 3 2.
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Extending the extension line of BE AC at N, bisecting BAC and BE perpendicular to AD by AD, we can get the congruence of triangle ABE and triangle ANE, so E is the midpoint of Bn and M is the midpoint of BC to get EM is the median line of the triangle BNC, so EM 1 2CN 1 2 (An AC) 1 2 (AB AC).
What is the formula for calculating the area of a triangle.
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