作者：(日本)山冈庄八 译者：岳远坤 陈都伟
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Additional info for 德川家康12：大坂风云(Tokugawa Ieyasu, Book 12)
5 You need to find angle BAG. Call it 2ao, so angle BAO = ao. 5 m are the opposite and the hypotenuse for the angle ao, so you need the sine ratio. 578 ... 156 ... 16° approximately. 3 A 30m ladder on a fire engine has to reach a window 26m from the ground which is horizontal and level. What angle, to the nearest degree, must it make with the ground and how far from the building must it be placed? 6), let eo be the angle that the ladder makes with the ground and let d metres be the distance of the foot of the ladder from the window.
8 All the faces of a square-based pyramid of side 6cm slope at an of 60° to the horizontal. Find the height of the pyramid, and the angle between a sloping edge and the base. 9 A vertical flag pole standing on horizontal ground has six ropes attached to it at a point 6 m from the ground. The other ends of the ropes are attached to points on the ground which lie in a regular hexagon with sides 4 m. Find the angle which a rope makes with the ground. oo. I' r 10 The diagram shows a roof structure.
I R Ill p a Find the angle made by the sloping edges with the horizontal. In this chapter you wlllleam: • how to extend the definitions of sine, cosine and tangent to angles greater than 90° and less than oo • the shape of the graphs of sine, cosine and tangent • the meaning of the tenns 'period' and 'periodic'. 1 Introduction i If, either by accident or by experimenting with your calculator, you have tried to find sines, cosines and tangents of angles outside the range from 0 to 90°, you will have found that your calculator gives you a value.
德川家康12：大坂风云(Tokugawa Ieyasu, Book 12) by 山冈庄八