Tan36 ° tan72 ° evaluation process
Because sin (108) = sin (72), sin (72 + 36) = sin (2 * 36) is expanded and divided by sin (36) on both sides, cos (36) = (√ 5 + 1) / 4 can be obtained
①sin(-π/4)②sin13/6π③cos5/4π④tan(-7/4π)⑤-cos(-300°)⑥sin495°
① - √ 2 / 2 ② 1 / 2 ③ same as ① ④ 1 ⑤ √ 3 / 3 ⑥ same as ①
An enterprise insures comprehensive property insurance with fixed assets insurance quota of 10 million. During the insurance period, due to the partial loss of debris flow surface, the loss of houses and buildings is 500000, the loss of machinery and equipment is 500000, the loss of cars is 500000, excluding the residual value. If the insurance value of fixed assets is 20 million, then the insurer should lose compensation of () a 500000 B 750000 C 1 million D 1.5 million
This is insufficient insurance, according to the proportion of compensation!
The insured amount = 10 million, the insured value = 20 million, the loss = 500000 houses + 500000 machines = 1 million, the car is calculated separately, not in the enterprise property insurance
therefore
Compensation = (1000 / 2000) * 1 = 500000
So choose a
RELATED INFORMATIONS
- 1. 1. As shown in the figure, the semicircle with a diameter of 6 decimeters is rotated 30 degrees to calculate the area of the shadow part 2. As shown in the figure, a semi-circular stadium with a length of 110 meters and a width of 90 meters in the middle and a diameter of 90 meters at both ends is to open up six circular runways with a width of 0.85 meters on the outside. How many square meters of apprentice area is needed (two decimal places are reserved as a result)? No troublemakers, I want it today!
- 2. (p-q)^4÷(q-p)^3 · (p-q)² (-3a)^3-(-a) · (-3a)^2 4-(-2)^-2-3²÷(3.14-π)^0 (-1/3)^-2+(1/9)^0+(-5)^3÷(-5)² (-10)^3×(2×10^-5)^0-(1/10)^-2×10×2 x^m · (x^n)^3÷(x^m-1 · 2x^n-1) (b-a)(b-a)^3(a-b)^5 (a-b) ^ 5m (B-A) ^ 2m ÷ (B-A) ^ 7m (M is even, a ≠ b) [(n-m)²]^p · [(m-n)(m-n)^p]^5
- 3. Put the nine numbers 1 to 9 in () to make the equation tenable () = () () divided by 2 = () () divided by 3 Fill in the brackets with numbers instead of symbols. 2 and 3 divided by 2 and 3 are not filled in
- 4. When the brilliant sun jumps out of the blue waves of the East China Sea, the Pamirs are still twinkling with stars; when the north is still a world of silver, the south is already full of spring This passage depicts to us four beautiful pictures of our motherland, namely sunrise in the East China Sea, (), (), ()
- 5. Analysis of the Chinese reading training questions with answers in the sixth grade of primary school
- 6. If you want to ask questions and answer meaningful questions in the Chinese text "fingers" in volume two of grade six, I will give you 20 points
- 7. A and B start from a at the same time and move towards B at the same speed. A takes 2 minutes off for 5 minutes in each row, B takes 3 minutes off for 210 meters in each row. A arrives at B 50 minutes after departure, and B arrives at B 10 minutes later than A. It is known that the last resting place of the two is 70 meters apart, so we can find their speed
- 8. Extracurricular knowledge of Mathematics
- 9. 1.There are some flowers __ in__ the__ basket__ (question on the line drawing part) 2.There are __ two__ vases__ In the bedroom 3.The towel is __ a__ squrae__ (ditto)
- 10. Some primary school sixth grade English topic. Urgent! It must be finished within today, or it will be useless! Make a mistake, make a change Last weekend,Mum taked me to see my grandparents. Mary is tallest in our class. This apple is biggest than that one. My grandpa is the funnyest old man. Conjunctions into sentences family to weekend going What your this are do ? bookstore many to and We the bought books went . Fill in the blanks with the words in the box blue,boys,clean,fly,friends,had,liked,river,was,white I am a little bird, I live in a small city . I____ not happy in the past .Because I could only ___ in the gray sky, but I didn't like the gray sky. I ____ the blue sky, but it wasn't_____ . There was only one tree in the street. My home was in the tree. There was a river near the tree,but the water was not____ . There weren't any fish in it. I_____ no friends. But i'm happy today. I can see many_____ and girls planting trees. Oh! There are many trees around my home ! That's great! The sky will be blue. The clouds will be___ .The grass will be green and the _____ will be also clean! Wow, I will have many____ Don't fight in the back! I'm so tired! It's gone now!
- 11. Let a, B and C be odd numbers, and prove that the equation AX & # 178; + BX + C = 0 has no rational root
- 12. Mr. Zhang bought a house in early 2008 with a loan of 200000 yuan for 10 years (120 months) and a monthly interest rate of 5%. He paid off the principal and interest at the end of the 10th year. How much is the monthly repayment amount of Mr. Zhang
- 13. Applied problems in sequence of numbers Since 1986, the total population and the total residential area of a certain area have been increasing year by year according to the equal ratio series and the equal difference series respectively. It is known that the per capita housing area at the end of 1986 is 10m ^ 22006, and the per capita housing area at the end of 1986 is 20m ^ 2. According to this calculation, the per capita housing area at the end of 1996 is more than 14m ^ 2, and the proof is given; 2, Is it ensured that the per capita housing area at the end of 2008 will increase compared with that at the end of 2006? Why?
- 14. When a fruit company transports a batch of seasonal fruits, the carrier charges. The first carrier charges 1000 yuan at the starting price and 5 yuan at the oil price per kilometer. The second carrier charges 500 yuan at the starting price and 10 yuan at the oil price per kilometer (1) When the transportation distance is kilometers, the two companies charge the same? (2) When the transportation distance is 1000 km, which transportation company is more cost-effective?
- 15. Practical problems in grade four of primary school A train passes a 720 meter long bridge. The speed of the train is 60 meters per second. It takes 15 seconds from one end of the bridge to the other end of the bridge. How long is the train?
- 16. On the calculation of X equation (grade 4 of primary school) Speed! (15 lanes)
- 17. Application will be a few to do a few! After the points! A cone-shaped beach, the perimeter of the bottom is 18.84 meters, and the height is 1.5 meters. How many cubic meters of sand is there? 2. There is a rectangular stone, 30 cm long and 15 cm high. When processing, the length, width and height are chiseled away by 2 cm. How much is the volume reduced? What is the surface area? 3 as shown in the figure, in a square ABCD, the area of the shadow part is twice the area of the triangle bef, and the area of the shadow part is 6? There is a kind of drink which is cylindrical (not including bottle neck). The volume of the bottle is 40cm & sup3;. Now there are some drinks in the bottle. When the bottle is placed upright, the liquid is 20cm high and the rest is 5cm high. Please calculate the volume of the drink in the bottle 5. There are two kinds of salt water solution, the ratio of salt content is 2:3, the ratio of water content is 1:2, and the ratio of solution weight is 40:77 Two is eighteen I can't figure out
- 18. Ask these three practical questions First, a batch of rice was delivered to the school canteen. In the first week, 15% of the total rice was eaten. In the second week, 320 kg rice was eaten, and 955 kg rice was left. How many kg of this batch of rice are there? Second, there is a batch of goods in the warehouse. One third of this batch of goods were transported away for the first time, and 9 tons were transported away for the second time, At this time, the ratio of the tonnage that has been transported to the tonnage that has not been transported is 7:5. How many tons are there in total? The third (the last): from station a to the station, the express trains can travel 84 kilometers per hour and arrive in 3 hours. It is known that the speed of ordinary buses is only 5 / 7 of that of express trains. How many hours can ordinary buses arrive
- 19. Ask three practical questions 1. A pool is equipped with an inlet pipe and an outlet pipe. If the inlet pipe is opened only, the empty pool can be filled in 8 minutes. If the outlet pipe is opened only, the full pool can be drained in 12 minutes. Now, if the inlet pipe is opened only 2 minutes later, how many minutes will it take to fill the pool? 2. For a pool, it takes 10 hours to open a water inlet pipe to fill it, 12 hours to open B water inlet pipe to fill it, and 30 hours to open C water outlet pipe to fill a pool. How many hours to open three pipes at the same time to fill the empty pool? 3. A pool can hold 84 tons of water. There are two water injection pipes to fill the pool. The first pipe can fill the pool in 8 hours, and the second pipe can fill the pool in 6 hours. Now the two pipes are opened at the same time. When the pool is filled, how many tons of water can the second pipe fill the pool?
- 20. Application of cylinder and cone The application of cone and cylinder with equal height and volume, the application of cone and cylinder with equal base and volume