1.8 Using Transformations to Graph Functions of the Form y = af[k(x -d)] + c

📖 Chapter 1 Introduction to Functions
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11functionsNelsonCh1.8solutions

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001. Q1

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002. Q2

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11.1.2 Functions, Root Function, given.y=af(k(x-p))+q, sketch
🎓 002. Compounded Transformations
🎓 001. Introduction to Transformation
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005. Q5b

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11.2.3 Functions, SQRT FUNCTIONS, given.y=f(k(x-p))+q, sketch
🎓 003. Sketching y=f(ax+b)+q
🎓 002. Transformation full of sqrt function ex2
🎓 001. Transformation full of sqrt function ex1
⏱️ 2:130🎬 AdqzkXOqqUU
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005. Q5c

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📚 Related Lectures
11 Math Reciprocal Function, given y=af(k(x-p))+q, sketch
🎓 001. Combined Transformation of Reciprocal Function
⏱️ 3:530🎬 GmyDlWyCjJw
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005. Q5d

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📚 Related Lectures
11.1.4 FUNCTIONS, ABSOLUTE VALUE GRAPHS, given.y=af(kx), graph
🎓 002. Horizontal Compression of Absolute Value Function
🎓 001. Vertical Stretch
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006. Q6a

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006. Q6c

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007. Q7a

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11.1.5 FUNCTIONS, QUADRATIC FUNCTIONS, given.Transformation, find
🎓 001. ph
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007. Q7b

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11.1.5 FUNCTIONS, QUADRATIC FUNCTIONS, given.Transformation, find
🎓 001. ph
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007. Q7c

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11.1.5 FUNCTIONS, QUADRATIC FUNCTIONS, given.Transformation, find
🎓 001. ph
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008. Q8a

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11.2.3 Functions, Root FUNCTION, given y=af(x), sketch
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008. Q8b

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11.2.3 Functions, SQRT FUNCTIONS, given.y=f(k(x-p))+q, sketch
🎓 003. Sketching y=f(ax+b)+q
🎓 002. Transformation full of sqrt function ex2
🎓 001. Transformation full of sqrt function ex1
⏱️ 1:450🎬 V5-RTnDRXfg
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008. Q8c

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📚 Related Lectures
11.1.2 Functions, Root Function, given.y=af(k(x-p))+q, sketch
🎓 002. Compounded Transformations
🎓 001. Introduction to Transformation
⏱️ 1:430🎬 yxovQf1vRlI
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009. Q9a

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📚 Related Lectures
11.1.4 FUNCTIONS, ABSOLUTE VALUE GRAPHS, given.y=af(x-p), graph
🎓 001. Transformation of Absolute Value Function y=af(x-p)
⏱️ 1:280🎬 YxqfywE4meU
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009. Q9b

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11 Functions, Absolute Values, given Absolute Value Function, sketch
🎓 001. Transformation of absolute value function graph
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009. Q9c

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11 Functions, Absolute Values, given Absolute Value Function, sketch
🎓 001. Transformation of absolute value function graph
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010. Q10a

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ADVFUN, Rational Functions, Deg0/Deg1, sketch
🎓 002. Vertical Stretch, reflection and horizontal shift
🎓 001. Horizontal shift and vertical stretch
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010. Q10b

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📚 Related Lectures
11.1.2 Functions, Reciprocal Function, given.a/x+b vertical shift, sketch
🎓 001. Reciprocal, vertical stretch and vertical shift
⏱️ 0:330🎬 TIcOwWoakv0
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010. Q10c

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📚 Related Lectures
11.1.2 Functions, Reciprocal Function, given.a/x, horizontal vertical stretch compression, sketch
🎓 002. Horizontal Compression Reciprocal Function
🎓 001. Vertical Stretch Reciprocal Function
⏱️ 0:290🎬 KScygIlisMA
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010. Q10d

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📚 Related Lectures
11.1.2 Functions, Reciprocal Function, given.a/x, horizontal vertical stretch compression, sketch
🎓 002. Horizontal Compression Reciprocal Function
🎓 001. Vertical Stretch Reciprocal Function
⏱️ 1:180🎬 JRgIKGOOuzE
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010. Q10e

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📚 Related Lectures
11.1.2 Functions, Reciprocal Function, given.a/x, horizontal vertical stretch compression, sketch
🎓 002. Horizontal Compression Reciprocal Function
🎓 001. Vertical Stretch Reciprocal Function
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010. Q10f

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📚 Related Lectures
ADVFUN, Rational Functions, Deg0/Deg1, sketch
🎓 002. Vertical Stretch, reflection and horizontal shift
🎓 001. Horizontal shift and vertical stretch
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011. Q11

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11.1.5 FUNCTIONS, QUADRATIC FUNCTIONS, given.Transformation, find
🎓 001. ph
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012. Q12

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📚 Related Lectures
11.1.2 Functions, Root Function, given.y=af(kx), horizontal compression vertical stretch, sketch
🎓 001. Sketching y=afk(x), SQRT function
⏱️ 1:400🎬 yKF_G_IbNJg
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013. Q13

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📚 Related Lectures
11.1.4, Absolute Value Functions, given.y=f(ax+b), sketch
🎓 001. Horizontal transformation of Absolute Value Functions
⏱️ 1:390🎬 S-84si4aW40
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014. Q14

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📚 Related Lectures
11.1.4 ABSOLUTE VALUE, given words, Set up Absolute Value Equation
🎓 001. Setting up Absolute Value Equation
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015. Q15

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11.2.1 FUNCTIONS, RATIONAL MODELLING, given.Rate.Word.Problem, convert
🎓 001. Speed to rational expression
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016. Q16

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📚 Related Lectures
11.1.2 Functions, Root Function, given.y=af(k(x-p))+q, sketch
🎓 002. Compounded Transformations
🎓 001. Introduction to Transformation
⏱️ 2:561🎬 bZh9v7CMTyU
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017. Q17

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📚 Related Lectures
11 TRANSFORMATION IN GENERAL, given Transformations, find.Function.y=af(k(x-p))+q
🎓 001. Matching Transformation description to function notation
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018. Q18

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019. Q19a

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11.2.3 Functions, Root Function, given.transformations.in.words, find equation
🎓 001. given Transformation, find the SQRT Function equation
⏱️ 0:250🎬 i73RO--cS2g
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019. Q19b

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📚 Related Lectures
11 Math Reciprocal Function, given y=af(k(x-p))+q, sketch
🎓 001. Combined Transformation of Reciprocal Function
⏱️ 0:450🎬 rTxgPE_z2no
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019. Q19c

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020. Q20a

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10.4.2 Math, given Factored Form of Parabola, find x-intercepts
🎓 001. Find x intercept given Factored form of Parabola
🎓 002. From Factored Form of Parabola, x intercepts and Increasing and Decreasing Region
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020. Q20b

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10.4.2 Math, given Factored Form of Parabola, find x-intercepts
🎓 001. Find x intercept given Factored form of Parabola
🎓 002. From Factored Form of Parabola, x intercepts and Increasing and Decreasing Region
⏱️ 0:321🎬 RyBEByUYLnY
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020. Q20c

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11.1.5 FUNCTIONS, QUADRATIC FUNCTIONS, given.Transformation, find
🎓 001. ph
⏱️ 0:520🎬 qkGVYNkEwAU
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020. Q20d

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10.4.2.0 MATH, Parabola, given.factored.form, transform
🎓 001. Vertical stretch from factored form
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022. Q22

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023. Q23

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11functionsNelsonCh1.8lectureTube

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001. Section Intro

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002. Combined Transformation y = af(kx)+ p

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003. All Transfomration Combined y = af(k(x- p)) + q

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