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s344n2d4d5 [400]
3 years ago
9

El valor de la x que permite resolver la ecuacion 3x-6=12

Mathematics
1 answer:
kupik [55]3 years ago
8 0

Lo siento, si me equivoco en español no es mi lengua materna

Answer: x es 6

Step-by-step explanation:

3x-6=12

Agrega 6 en ambos lados.

-6 se cancela y 12 + 6 es igual a 18.

Dividir por 3 en ambos lados

3x se cancela y 18 dividido entre 3 es igual a 6.

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Water is being poured into a container in the shape of a right circular cone with a radius of 4 ft and height of 16 ft. Find a f
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Answer:

V=pi*\frac{16 h}{3}

Step-by-step explanation:

Volume of a right circular cone can be found using the equation

V=pi*\frac{r^{2} h}{3} where

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  • h is  the height of the cone
  • pi is the π constant

Since r=4ft, we can model the volume of the water in the cone in terms of the height as

V=pi*\frac{4^{2} h}{3} =pi*\frac{16 h}{3}

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What is 4% of the number 250
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Dmitry [639]
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(40 POINTS) PLZ HELP ASAP! DOMAIN AND RANGE! CLICK LINK
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For finding the values, we look at the x - value given. Then we move to where it is on the graph and find its y  value.

In part A, when x = -4, the y value looks to be between -3 and -4. Let's put it in the middle and estimate it at -3.5

In part B, when x = 1, the process is similar.  Go to x = 1, then go to the graph, then go to the y value.  That looks to be at y = -3.

In part C, when x = 4, there are three values that work. We are actually answering part D at this point because we can tell this graph is NOT a function of x. When you have an x -value that goes into the function, you have to get EXACTLY ONE thing that comes out.  I bolded "EXACTLY ONE" because those words make the definition work. Two or more, not a function. One, it's a function. None, and it's not in the domain at all.  There are three values of y that work, and they are - from top down, 3.5, 0, -2.5.

We answered Part D when observing part C. It's NOT a function because there is not EXACTLY ONE value of y for an x.

And finally, because it's not a function - finding the domain and range is a waste of time. You can't find the domain of something that's not a function - you need a function to have a domain.


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