Y=40+90x what is the meaning
Answers
40 = The one time fee
90 = the service charge per month
x = number of months
Related Questions
Please help. Due soon.
Find dy/dx 2x+3y=sinx
What is 1/2 of a 3/4 cup of milk?
1/1There is a proportional relationship between the volume of a sample of helium in liters and the mass of that sample in grams. If the mass of a sample is 5 grams, its volume is 28 liters. (5, 28) is shown on the graph below What is the constant of proportionality in this relationship? In this situation, what is the meaning of the number you found in question 1?(explain in the short answer) Add at least three more points to the graph above, and label with their coordinates.(Show your work) Write an equation that shows the relationship between the mass of a sample of helium and its volume. Use m for mass and v for volume.(Please answer in v = form)
Answers
the 10th term would be
4×10-3
40-3
37
Answers
Answers
The measure of the arc of the circular basin of the fountain that will be in the photograph is; 136°
To answer this question, we need to understand the angle of intersecting secant theorem which state that;
If two lines intersect outside a circle, then the measure of the angle formed by the two lines is half of the positive difference of the measures of the intercepted arcs.
Thus;
θ = ½(x2 - x1)
Where:
- x2 is large angle
- x1 is small angle
- θ is measure of the Angle formed by the two lines
Now, we are given θ = 44°
Now the measure of the arc of the circular basin will be the smaller angle x1.
- However, the sum of the large and small angle is 360° and so large angle is 360 - x1.
Thus;
44 = ½(360 - x - x)
2 × 44 = 360 - 2x
88 = 360 - 2x
360 - 88 = 2x
2x = 272
x = 272/2
x = 136°
Read more about angle of intersecting secanttheorem at; brainly.com/question/1626547
Answer:
The measure of the arc of the circular basin = 136°
Step-by-step explanation:
The measure of an angle formed when two line intercepts outside a circle is half the difference of the measure of the intercepted arcs.
Mathematically, the is represented as:
Measure of an angle = 1/2(big angle - Small angle)
This values are given in the question
Measure of an angle = Measure of angle formed by tangents to the fountain = 44°
big angle is represented by = 360°-x
small angle is represented by = x
Therefore, we have
44° = 1/2( 360° - x -x)
44° = 1/2(360° - 2x)
Cross multiply
44° × 2 = 360° - 2x
88° = 360° - 2x
88° - 360° = - 2x
-272° = -2x
x = -272/-2
x = 136°
The measure of the arc of the circular basin = 136°
B. 2 hours
C. 3/4 hour
D. 1 1/4 hours
Answers
= 13/4 hours
Time taken by the express bus to make the same trip = 2 1/2 hours
= 5/2 hours
Time that can be saved by taking the express bus = (13/4) - (5/2) hours
= (13 - 10)/4 hours
= 3/4 hours
So 3/4 hours can be saved by taking the express bus rather than the regular bus. The correct option among all the options given in the question is option "C". I hope the procedure is simple enough for you to understand.
Taking the express bus saves 3/4 hour of travel time compared to the regular bus.
To find the travel time saved by taking the express bus, we need to subtract the travel time of the express bus from the travel time of the regular bus.
Regular bus travel time: 3 1/4 hours
Express bus travel time: 2 1/2 hours
To perform the subtraction, we need to convert both times to the same denominator:
3 1/4 = 13/4 hours
2 1/2 = 5/2 hours
Now, subtract the two times:
13/4 - 5/2 = 13/4 - 10/4 = 3/4
Therefore, taking the express bus saves 3/4 hour of travel time.
The answer is C. 3/4 hour.
To know more about travel, refer here:
#SPJ6
, left four units, what is the equation of the new function?
Answers
ANSWER
EXPLANATION
The parent square root function is
The translation
Will shift the graph of f(x) k units to left.
The translation
will shift the graph of f(x) to the right by k units.
Therefore if f(x) is shifted 4 units to the left its new equation is:
Final answer:
Shifting a function left involves adding a value to the x-component. Hence, shifting the square root parent function, F(x) = √x, to the left by 4 units results in a new function F(x) = √(x+4).
Explanation:
When a function is shifted horizontally, it impacts the input or the x-values. A shift to the left is represented by the addition of a value to the x-component of the function. Hence, to shift the square root parent function, F(x) = √x, to the left by 4 units, you would add 4 to 'x' in the function, which results in a new function F(x) = √(x+4). "This function represents the original square root parent function shifted 4 units to the left".
Learn more about Horizontal Shift of Function here:
#SPJ3