, 26.12.2019edna27

# In the​ short-run, we assume that capital is a fixed input and labor is a variable​ input, so the firm can increase output only by increasing the amount of labor it uses. in the​ short-run, the​ firm's production function is q = f(l, k), where q is output, l is workers, and k is the fixed number of units of capital. a specific equation for the production function is given by: q = 8kl + 5l^2 - 1/3l^3or when k = 27q = (8 x 27 x l) + 5l^2 - 1/3l^31. the level of output q for 6 units of labor input is (enter your response rounded up to two decimal places). 2. the average productivity of these 6 units of labor (enter your response rounded up to two decimal places) 3. the marginal productivity of using one more unit of labor input (enter your response rounded up o two decimal places). 4. given the relationship between the average productivity and the marginal productivity, the average productivity of labor is

Well, first you'd have to get the x by it's self.
10x+1=3x+9
Subtract 3x from each side and you'll have the x on only one side rather than two.
7x+1=9
Now I'd get rid of the 1 on the x's side. So just subtract 1 from each side.
7x=8
Then you should make it so the seven isn't there with the x either. Just divide each side by 7.
x=8/7
Each time you change something on one side, you must do the same to the other side. T find the value of a variable in an equation, simple seclude it so it's on it's own without number to make things confusing.
Oh! these are fun! ok so:

10x-3x=9-1
First, put the variables on one side,and the normal numbers on the other.
Keep in mind that u have to change the sign (+ or -) when you switch sides.

7x=8
Then group the numbers (10x-3x=7x)

Lastly, isolate the x, to get the
x=8/7

Hope this helps!

Step-by-step explanation:

64

hi just substitute value friend

b. when the body converts a nutrient  to another substance, there  is no effect on mass balance.

Explanation:

The law of mass balance states that the mass stays the same in any chemical reaction, that is the reason why a nutrient in human body transforms to another substance like another substance, into muscles (that has mass), a body fluid ( that has mass) or another substance, but the total mass will keep the same, just in a different shape, nature or state.

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