Y is the independent variables
k is the dependent variable
Answer:
14.66 inches
Step-by-step explanation:
Calculation for How far does the tip of the minute hand move in 35 minutes
The tip of a minute hand will always travels at 360 degrees in an hour ( 60 minutes)
Hence, the tip of the minute hand
distance will be calculated using this formula
Circumference of a circle=2*π*Radius* Clock Tip hand movement/Number of minutes per hour
Let plug in the formula
Circumference of a circle==2*π*4 inches*35 minutes/60 minutes
Circumference of a circle= =2*π*4 inches*0.58333
Circumference of a circle==14.659 inches
Circumference of a circle==14.66 inches (Approximately)
Therefore How far does the tip of the minute hand move in 35 minutes will be 14.58 inches
4x² + 43 = 120
4x² = 120 - 43
4x² = 77
x² = 77/4
x² = 19.25
x = ±√19.25
x = ±4.39
<span>
The solutions are ±4.39</span>
Anything below -40 degrees as at that point the temperatures are equal, for example -41 deg c is -41.8 deg f
<em>You can get the graph of function g by taking the graph of function f and shifting it 7 units to the left, and by shifting it 7 units up.</em>
<h2>
Explanation:</h2>
We have the following functions:
But we can rewrite this functions as:
Or:
Recall that for vertical shifts:
From this, we know that:
- <em>We can get g(x) by </em><em>shifting the graph of f(x) 7 units upward</em>
Recall that for horizontal shifts:
From this, we know that:
- <em>We can get g(x) by </em><em>shifting the graph of f(x) 7 units to the left</em>
<em></em>
<h2>
Learn more:</h2>
Shifting graphs: brainly.com/question/10010217
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