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Marrrta [24]
8 months ago
5

use headlights between sunset and sunrise and at any time when visibility is less than 500 feet to 1000 feet.

Mathematics
1 answer:
daser333 [38]8 months ago
4 0

Use headlights between sunset and sunrise and at any time when visibility is less than 500 feet to 1000 feet: TRUE

<h3>What are headlights?</h3>
  • A headlamp is a lamp connected to the front of a vehicle to illuminate the road ahead.
  • Headlamps are also commonly referred to as headlights, but in the most precise usage, the flashlight is the term for the device itself, and the headlight is the term for the beam of light produced and sold by the device.
  • If you are driving with your high-beam lights on, you must dim them at least 500 feet from any oncoming vehicle to avoid blinding the oncoming driver.
  • If you are within 200-300 feet of the vehicle you are following, you must use low-beam lights.
  • When visibility is less than 500 feet and there is insufficient light/adverse weather, headlights must be turned on for 1/2 hour after sunset to 1/2 hour before sunrise.

Therefore, the statement "use headlights between sunset and sunrise and at any time when visibility is less than 500 feet to 1000 feet" is TRUE.

Know more about headlights here:

brainly.com/question/14836887

#SPJ4

The correct question is given below:
Use headlights between sunset and sunrise and at any time when visibility is less than 500 feet to 1000 feet. TRUE or FALSE

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Answer:

Solution given:

length of cube[a]=6ft

volume of cube =a³=6³=216ft³

again

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volume of cylinder=πr²h=π×2²×6=75.4ft³

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Step-by-step explanation:

To find the answer we will <em>add both percentages</em> of <u><em>Watching TV</em></u> and <u><em>Homework</em></u>.  8% + 13% = <em>21%</em>.  Now we will <em>divide 100 by 21</em> and we get<em> 4 hours a day.</em>

4 0
3 years ago
6.8x+9.3 = -9.4+3,4(2-5x)<br> 6.8x+9.3 = -9.4+6.8 -17<br> 6.8x+9.3 = -2.6-17x
Advocard [28]

Answer:

x = -0.5

Step-by-step explanation:

From your last step:

6.8x + 9.3 = -2.6 - 17x

We have two terms with x in them on different sides of the equation, so we want to bring the 'x terms' over to the same side.

Add 17x to both sides of the equation.

6.8x + 17x + 9.3 = -2.6

Collect like terms

23.8x + 9.3 = -2.6

Subtract 9.3 from both sides

23.8x = -2.6 - 9.3

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