If the pointer of the instrument rotates 30 ° clockwise, it will be recorded as - 30 ° and then + 45 ° means -______ , 0 ° denotes______ .
If the pointer of the instrument rotates 30 ° clockwise, it is recorded as - 30 °, then + 45 ° indicates that it rotates 45 ° counterclockwise, and 0 ° indicates that it does not move; so the answer is: rotate 45 ° counterclockwise, and the pointer does not move
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- 2. It is known that the two focal points of hyperbola x2a2 − y2b2 = 1 (a > 0, b > 0) are F1 and F2. Point a is on the image of the first quadrant of the hyperbola. If the area of △ af1f2 is 1, and Tan ∠ af1f2 = 12, Tan ∠ af2f1 = - 2, then the hyperbolic equation is () A. 5x212− y23=1B. 12x25−3y2=1C. 3x2−12y25=1D. x23−512y2=1
- 3. In the plane rectangular coordinate system, the end coordinates of line AB are a (- 2,4), B (4,2), and the line y = kx-2 has the intersection point a-5b-2c3d5 with line ab
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- 5. Given that point P is a point outside circle C: x2 + y2 = 1, let K1 and K2 be the slopes of two tangent lines of circle C passing through point P respectively. (1) if point P coordinates are (2, 2), find the value of K1 · K2; (2) if K1 · K2 = - λ (λ≠ - 1, 0), find the equation of locus m of point P, and point out the type of conic where curve m lies
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- 18. 1 / 4 of 1500 chickens and ducks raised in a farm is 15 less than 40 / 100 ducks (equation)
- 19. There are 1500 chickens and ducks in a feed factory. One quarter of the chickens are 15 less than 40% of the ducks. How many chickens and ducks are there in the feed factory?
- 20. There are 1500 chickens and ducks in a feed farm. One quarter of the chickens are 15 less than 40% of the ducks. How many chickens and ducks are there? The answer I know is the process, the process of calculation and the step-by-step calculation How to solve it It's not the same. My equation is: let's have X ducks Quarter (1500-x) = 40 ‰ X-15 375-X/4=0.4X-15 X=600 1500-600=900 So there are 600 ducks and 900 chickens. How does this formula come from?