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Solution: y = x +bx+8 Translate three units to the right to get y = (x-3) +b(x-3)+8
Translate it down by 2 units to get y = (x-3) +b(x-3)+8-2 because. x-3)²+b(x-3)+8-2
x²-6x+9+bx-3b+6
x²+(b-6)x+15-3b
Compared with y =x -2x+3, we can get b=4 satisfied, please ask if you don't know.
Sort out knowledge, help others, and enjoy yourself.
Welcome to the "Mathematics and Physics Infinity" team.
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y=(x-1) 2+2 Translate 2 units upwards first.
We get y=(x-1) 2+4
Move another 3 units to the left.
We get y=(x+2) 2+4
So b=4
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No matter how you move. It should all be for the x variable. Keeping this in mind, everyone else answered. I don't say it ominously.
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Because the vector a=(sin,-2) and the vector b=(1,cos) are perpendicular to each other, sin -2cos = 0
And because sin 2+cos 2=1=5cos 2 and belongs to (0, 2).
The solution yields cos = 5.
Because 5cos ( -5cos cos +5sin sin = 5cos +2 5 sin = 3 5 cos
So sin = cos
And because 0 is less than less than 2, so sin = cos = 2 2
So sin( +sin cos +sin cos =3 10 10.
If you have any questions about my problem, you can use Hime
I will definitely reply as soon as possible!
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If you have any questions about my problem, you can use Hime
I will definitely reply as soon as possible!
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Use method a:
A total of 80000 1000 * 3 = 240 yuan to use method b:
80000 1000 * 40 * 4% = 3200 * yuan Obviously, the premium invested by A is greater than that of B, therefore, the insurance of B is selected.
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If type A needs to pay 80000 1000 * 3 = 240 yuan.
If type B is equivalent to paying 80,000 1,000 * 40 * 4% = 128 yuan.
Obviously B is more cost-effective.
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If you use the first option, you need to pay an insurance premium of 240 yuan, and if you use the second option, you need to pay an insurance premium of 3200 yuan, but you can recover it after one year.
Now let's say you have 240 + 3200 = 3440 yuan. If you use the first one, then after a year you can get 3200 + 3200 * 4% = 3200 + 128 = 3328
If you use the second option, then after a year you have 240 (1+4%) + 3200 = so you should still choose the second option.
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(1) The speed at which the river water flows into the test water level is x m h, and the rate at which the water level can drop by the flood discharge of each gate is y m h
2x - 2y =
4x - 2 x 4y =
Solve x =
y = (2) assumes h hours are required.
5 x x h - x h - = 0(3) assumes z are needed.
6 x x z - x 6 - = 0
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The question is better to pay more attention to yourself.
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The process is as follows: y=
x+2/(x-5)= -
5-x2/(5-x)】+55-x
x)≥2√2∴y≤5
Therefore, when x5, there is a maximum value of 5-2 2
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I really hope I can help lz. Please lz give the full question.
If the topic is like this, then it can only be discussed in a number of cases: (1) a>0 b>0 c>0
a>0 b=0 c>0
a>0 b=0 c<0
a>0 b>0 c=0
a>0 b>0 c<0
2)a<0 b=0 c>0
a<0 b>0 c>0
a<0 b=0 c>0
a<0 b=0 c<0
a<0 b>0 c=0
a<0 b>0 c<0
3)a=0 b=0 c>0
a=0 b>0 c>0
a=0 b=0 c>0
a=0 b=0 c<0
a=0 b>0 c=0
a=0 b>0 c<0
Hope it can help lz...
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Only one is required to draw, this is a parabolic diagram y=ax 2+bx+c, and all points y values are required to be less than 0, so draw a parabola chart with the opening facing down (i.e., a<0 at this time), and the maximum value is less than 0 (that is, the highest point is below the x-axis, and c<0 at this time) is OK,
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The parabolic opening is downwards and does not intersect with the x-axis.
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The plus or minus of a is unknown, and the direction of the opening is unknown.
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It's not a function, it's an inequality, how can there be an image?
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