The parent function f(x)=log^3x has been transformed by reflecting it over the X axis, stretching it vertically by a factor of two and shifting it up three units. Which function is representative of this transformation

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Answer 1

Answer:

Answer:

Step-by-step explanation:

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Can anyone answer this PLSSSSSSS I NEED IT!!!

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Answer:

Step-by-step explanation:

What is the point that lies on a graph for 10y=3x-11. Is it A (2,-.5) B (4,1) C (6,16.3). Or D (8,23)?

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case A : x=2, y=-5
so putting the values of x and y in the equation, we get 10y -3x should be -11
so, 10* (-5) - 3 *2 = -50-6 = -56
case B , value of equation = 10*4 - 3*1 = 37
case C, value of equation = 10*6 -3*16.3 = -11.1
Case D, value of equation = 10*8-3*23 = 11
Ans will be C

.........help please?

Answers

106.
174 is the lines measurement and the other part that is numbered is 68 so, you subtract 174 and 68 and you get 106.

Given the system of linear equations: 2x+1/2y=7
6x-1/2y=5

which new equation would be the result of adding the equations together?

4x=2

8x=2

8x=12

y=12

Answers

Answer:

8x=12 cause y would cancel out and then you just add 2 and 6, and 7 and 5.

Final answer:

When the given system of equations is added together, the y terms cancel each other out, leaving '8x = 12' as the result.

Explanation:

Given the system of linear equations:

2x + 0.5y = 7

6x - 0.5y = 5

When we add these two equations together, the y terms will cancel out because one is positive (+0.5y) and one is negative (-0.5y). Thus, we will be left with the x terms and the constants. Adding the x terms (2x + 6x) gives 8x, and adding the constants (7 + 5) results in 12. Therefore, the new equation resulting from adding the two given equations together is 8x = 12.

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Please help me write equation for each condition listed.1- The vertical line that passes through
( –7, 4 )

2- The horizontal line that passes through
(–7, 4 )

Answers

$1)( -7, 4 )\n \nThe \ vertical \ line : \ x=-7 \n \n 2)\n\n (-7, 4) \n \n The \ horizontal \ line : \ y=4$

1- Vertical line : x = - 7

2- Horizontal line : y = 4

Margarita is hired by an accounting firm at a salary of $60,000 per year. Three years later her annual salary has increased to $70,500. Assume her salary increase linearly. Find an equation that relates her annual salary S and the number of years t that she has worked for the firm.

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the salary was increased each by 10,500 dollars a year

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