X Y Scatter Graphs

Mar 14, 2019

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X Y Scatter Graphs. -different kinds of relationships. Linear. Directly proportional (liner). Inverse. Exponential.

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relationships
scatter graphs
directly proportional liner

darryl-burns

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X Y Scatter Graphs

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X Y Scatter Graphs -different kinds of relationships
Linear
Directly proportional (liner)
Inverse
Exponential

x-ray scatter

SCATTER. The Issue: 50-90% of x-rays reaching receptor are scatter, which degrades image contrastFactors Affecting ScatterScatter increases with amount of tissue exposedScatter increases with kVp. Scatter and X-ray Field Size. Scatter Escape Angle:. scatter is emitted in all directionsonly scatter reaching image within area of interest (field size) degrades contrast. The smaller the field, the larger the escape angle.

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Graphs of the form y = a sin x o

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Graphs of the form y = a sin x o

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Scatter plots/Correlation and Interpreting Graphs

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MAKING SCATTER GRAPHS with 2 or 4 SERIES (and 2 Y axis)

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Line Graphs, Columns, Pie Charts and X-Y, Oh My!

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f ( x,y ) = x 2 y + y 3 + 2 y

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F (x, y) = <x, y>

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Graphs of CSC(X) and SEC(X)

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(define (f x) (if (< x 0) (lambda (y) (- y x)) (lambda (y) (- x y))))

GE. f:. P1. para:x body:(if … ). (define (f x) (if (< x 0) (lambda (y) (- y x)) (lambda (y) (- x y)))). GE. f:. foo:. P1. P2. para:x body:(if … ). para:bar,x,y body :(let … ). (define (f x) (if (< x 0) (lambda (y) (- y x)) (lambda (y) (- x y)))).

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Graphs of the form y = a sin x o

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Symmetries of Graphs of Equations in x and y

Symmetries of Graphs of Equations in x and y. (-x,y). (x,y). (x,y). (x,-y). (x,y). (-x,-y). Symmetries of Graphs of Equations in x and y. Example 3. Complete the graph of the following if. b) Symmetric w.r.t origin. a) Symmetric w.r.t y-axis. c) Symmetry with respect to y-axis.

256 views • 5 slides

Pie Graphs, Bar/Column Graphs and X-Y Scatter Plots

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y – y 1 = m(x – x 1 )

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1. x = y = 2 . x = 13; y =

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Graphs of the form y = a sin x o

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166 views • 4 slides

Rotations Rotate 90⁰ Clockwise: ( x,y )→(y,-x) Rotate 90⁰ Counterclockwise:( x,y )→(- y,x )

Alternate interior angles : [ ∠2 and ∠7] , [ ∠6 and ∠3] Pairs are CONGRUENT Alternate Exterior angles : [ ∠1 and ∠8] , [ ∠5 and ∠4] Pairs are CONGRUENT Corresponding Angles : [ ∠1 and ∠3] , [ ∠2 and ∠4] , [ ∠5 and ∠7 ] , [ ∠6 and ∠8] Pairs are CONGRUENT

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e.g.: Q(x, y): x + y = 0, then (  x)(  y)Q(x, y):

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Scatter-graphs

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X Y Scatter Graphs

X Y Scatter Graphs

Presentation Transcript

x-ray scatter

Graphs of the form y = a sin x o

Graphs of the form y = a sin x o

Scatter plots/Correlation and Interpreting Graphs

MAKING SCATTER GRAPHS with 2 or 4 SERIES (and 2 Y axis)

Line Graphs, Columns, Pie Charts and X-Y, Oh My!

f ( x,y ) = x 2 y + y 3 + 2 y

F (x, y) = &lt;x, y&gt;

Graphs of CSC(X) and SEC(X)

(define (f x) (if (&lt; x 0) (lambda (y) (- y x)) (lambda (y) (- x y))))

Graphs of the form y = a sin x o

Symmetries of Graphs of Equations in x and y

Pie Graphs, Bar/Column Graphs and X-Y Scatter Plots

y – y 1 = m(x – x 1 )

1. x = y = 2 . x = 13; y =

Best fit line Graphs (scatter graphs)

Graphs of the form y = a sin x o

Graphs cutting the x and y axis

Rotations Rotate 90⁰ Clockwise: ( x,y )→(y,-x) Rotate 90⁰ Counterclockwise:( x,y )→(- y,x )

e.g.: Q(x, y): x + y = 0, then (  x)(  y)Q(x, y):

Scatter-graphs

F (x, y) = <x, y>

(define (f x) (if (< x 0) (lambda (y) (- y x)) (lambda (y) (- x y))))