Questions on Algebra: Coordinate systems, graph plotting, etc answered by real tutors!

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Question 1194988: 1. Y=2x^2-5 2. Y=-3(x+1)^2+2. 3. y=1/2(x-2)^2-4 For each of these three separate quadratic equation find the

Sketch:
Domain:
Range
Direction of opening:
Vertex:
X-intercept;
Y-intercept:
Axis of symmetry:
Expansion/compression:
Congruent to:
MIN/MAX value:

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Question 1195073: How do you plot the locus of points at a distance of 2 units from the point (3,3)?
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Question 1195074: shade in the single region for which x<3 and x>y and within 2 units of (3,3)
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Question 1195446: Write the equation for a circle centered at the origin with a radius of 11 units. Use ^2 for squared, ^3 for cubed, etc.
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Question 1195447: 1. A satellite is orbiting Earth on a path described by x2+y2=45 000 000. A second satellite is in the same plane and is occupying the point (12 504, 16 050). Determine if the orbit is narrower, the same, or wider than the first satellite's.
2. Write the equation for a circle centered at the origin with x-intercepts of (-9,0) and (9,0).Use ^2 for squared, ^3 for cubed, etc.

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Question 1196067: Find the coordinates of the point where the line (x,y) = (3+2t, -1+3t) meets the line y=2x+5 .

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Question 1196067: Find the coordinates of the point where the line (x,y) = (3+2t, -1+3t) meets the line y=2x+5 .

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Question 1196131: A, B, C and D are points (-5, 2), (2, 3), ( -1, -6) and (3, 10) respectively. Find the coordinates of the point M where AD and BC intersect
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Question 1196580: You receive requests to connect with people
every day on your social media account.
If you have 15 requests to be “friends”
with people, in how many ways could you
respond by either accepting or rejecting
each request?

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Question 1197077: Given (9, 4) and (x,- 8), find all x such that the distance between these two points is 13. Separate multiple answers with a comma,
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Question 1197661: Write an equation of the line that passes through the given two points. Write the equation in slope intercept form.
3. (4, 1), (7, 0)
4.(-2, -7), (6, 9)

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Question 1197661: Write an equation of the line that passes through the given two points. Write the equation in slope intercept form.
3. (4, 1), (7, 0)
4.(-2, -7), (6, 9)

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Question 1197933: Plot the sinusidal function f(x)=acos(b(x-c))+d and determine a,b,c,d
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Question 1198445:
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Question 1198444:
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Question 1198478: Convert (3,3) into polar parameters.
One of the following is the correct answer. Which one?
A) 3(square root of 2), pi/4
B) 3, 5(pi/4)
C) 3(square root of 2), 7(pi/4)
D) 3, pi/4
E) 3(square root of 2), 5(pi/4)

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Question 1198478: Convert (3,3) into polar parameters.
One of the following is the correct answer. Which one?
A) 3(square root of 2), pi/4
B) 3, 5(pi/4)
C) 3(square root of 2), 7(pi/4)
D) 3, pi/4
E) 3(square root of 2), 5(pi/4)

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Question 1198488:
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Question 1198489:
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Question 1198489:
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Question 1198492: For each function, use a T-chart to find plot points, then draw the graph.
1. f(x) = 2^x
A. Points (2,10) (-1,-1) (8,-2)
B. Points (2,8) (1,2) (0,6)
C. Points (7,14) (0,1) (1,2)
D. Points (4,16) (2,4) (3,8)
E. Points (0,0) (1,1) (2,2)
F. Points (10,5) (-20,6) (-2,3)

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Question 1198492: For each function, use a T-chart to find plot points, then draw the graph.
1. f(x) = 2^x
A. Points (2,10) (-1,-1) (8,-2)
B. Points (2,8) (1,2) (0,6)
C. Points (7,14) (0,1) (1,2)
D. Points (4,16) (2,4) (3,8)
E. Points (0,0) (1,1) (2,2)
F. Points (10,5) (-20,6) (-2,3)

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Question 1198493: For each function, use a T-chart to find plot points, then draw the graph.

g(x) = -3 * 9^{(x + 1)/2} + 1

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Question 1198581: Identify the vertex, focus, and directrix for (y+3)^2=4(x-3).
One of the following is the correct answer. Which one?
A) the vertex is (-3,3), the focus is (4,-3),and the directrix is x=2
B) the vertex is (3,-3), the focus is (-4,3),and the directrix is x=2
C) the vertex is (3,-3), the focus is (4,-3),and the directrix is x=2
D) the vertex is (-3,3), the focus is (-4,3),and the directrix is x=-2
E)the vertex is (3,-3), the focus is (4,-3),and the directrix is x=-2

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Question 1199201: Z varies directly as x^2. If z=50 when x=5, find when x=7
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Question 1199201: Z varies directly as x^2. If z=50 when x=5, find when x=7
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Question 1131849: Points B(b,0) and C(c,10) are to be placed on this graph so that the distance from A to B to C to D is a minimum. Find the value of b.
Note: point A is at (0,4) and point D is at (8,9)'
I got a hint from my teacher saying to reflect point A on the x axis. I don�t know what to do from there.

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Question 1199836: Original data Line of "best guess" Line of best fit
Mph greater than speed limit Number of citations Outputs Residuals Outputs Residuals
5 3
7.5 6
10 10
15 5
20 6
Use a calculator or online resource to find the line of best fit. Note that values have been rounded.
y = 0.7 x - 5.2
y = 0.7 x + 5.2
y = 0.07 x + 5.2
y = 0.07 x - 5.2

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Question 1200318: Graph the equation using slope and y-intercept method.
1. y=2x+3

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Question 1200319: Graph the equation using slope and y-intercept method.
1. y=2/3x +1

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Question 1200320: Graph the equation using slope and y-intercept method.
1. -2y= x+6

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Question 1200320: Graph the equation using slope and y-intercept method.
1. -2y= x+6

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Question 1200572: Given Ax+By=12
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Question 1202094: Which of the following equations best describes a square root function that is reflected across the x-axis and has a vertex of (−4,2)?

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Question 1202298: Find the radius of a circle with center at (4,1) if a chord of length 4√2 is bisected at (7,4)
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Question 1202298: Find the radius of a circle with center at (4,1) if a chord of length 4√2 is bisected at (7,4)
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Question 1202374: A human catapult is used to launch a person into a lake. The height, in feet, of the person is modeled as shown, h(t)=-16t^(2)+50t+20 where t is the time in seconds from the launch. Part A What equation can you use to find when the person touches the lake? Find the solution
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Question 1202639: CD (-2/3) is parallel to XY what is the slope of XY
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Question 1202638: CD (-2/3) is perpendicular to PQ then what is the slope of PQ
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Question 1202856: Find an equation of the line containing the centers of the two circles whose equations are given below. (x-6)^2+(y-3)^2=49 (x+4)^2+(y-4)^2=81
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Question 1202856: Find an equation of the line containing the centers of the two circles whose equations are given below. (x-6)^2+(y-3)^2=49 (x+4)^2+(y-4)^2=81
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Question 1203060: The vertices of a square are (-2,2),(3,4),(5,-1) and(0,-3).Find the coordinates of the center of the square.
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Question 1203060: The vertices of a square are (-2,2),(3,4),(5,-1) and(0,-3).Find the coordinates of the center of the square.
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Question 1203060: The vertices of a square are (-2,2),(3,4),(5,-1) and(0,-3).Find the coordinates of the center of the square.
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Question 1205190: decide if each statement about angle relationships is true or false. Choose True or False for each statement. True False a. A right triangle has a right exterior angle. b. The sum of the exterior and interior angles of a triangle is always 360°. c. At any vertex of a triangle, two exterior angles can be drawn. These exterior angles are always congruent. d. A triangle can have acute exterior angles at two different vertices.
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