hosted by mr. paulus and mr. vasa

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Hosted by Mr. Paulus and Mr. Vasa

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Precalculus Jeopardy. Hosted by Mr. Paulus and Mr. Vasa. Quintessential Quadratics. Differing Divisions. That behavior has to end. In tennis these are loves. 100. 100. 100. 100. 200. 200. 200. 200. 300. 300. 300. 300. 400. 400. 400. 400. 500. 500. 500. 500. - PowerPoint PPT Presentation

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Page 1: Hosted by Mr. Paulus and Mr. Vasa

Hosted

by

Mr. Paulus and Mr. Vasa

Page 2: Hosted by Mr. Paulus and Mr. Vasa

100 100

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400

Quintessential Quadratics

Differing Divisions

That behavior has to end

In tennis these are loves

300 300 300

200

400

200

100

500 500 500 500

100

Page 3: Hosted by Mr. Paulus and Mr. Vasa

Row 1, Col 1

Find the x intercepts off(x)=x2+x-6

x=-3 and x=2

Page 4: Hosted by Mr. Paulus and Mr. Vasa

1,2

Divide 8x2-18x-3by 2x-3

4x-3 + 12/(2x-3)

Page 5: Hosted by Mr. Paulus and Mr. Vasa

1,3

What is the right hand andleft hand behavior of the graph

f(x)=10x5+5x3-43x+127?

LHB down to neg infinity, RHB to pos infinity

Page 6: Hosted by Mr. Paulus and Mr. Vasa

1,4

Factor 2x3-32x

x(x-4)(x+4)

Page 7: Hosted by Mr. Paulus and Mr. Vasa

2,1

What is the vertex off(x)=x2+2x+1?

(-1,0)

Page 8: Hosted by Mr. Paulus and Mr. Vasa

2,2

Use synthetic division to divide2x3-3x+4by x+3

2x2 - 6x + 15 – 41/(x+3)

Page 9: Hosted by Mr. Paulus and Mr. Vasa

2,3

What is the right hand andleft hand behavior

of the graphf(x)=2(-x2+27x+9)?

LH and RH both go down to neg infinity

Page 10: Hosted by Mr. Paulus and Mr. Vasa

2,4

Find all real zeros off(x)=x3+x2-12x

x=-4, x=0, x=3, y=0

Page 11: Hosted by Mr. Paulus and Mr. Vasa

3,1

Find the equation of a parabolawith a vertex of (2,3)

and x intercepts of (-3,0) and (7,0)

(-3/25)(x-2)2+3

Page 12: Hosted by Mr. Paulus and Mr. Vasa

3,2

Use synthetic division to evaluatef(x)=3x3-2x+10

at f(-2)

f(-2)= -10 OR (-2,-10)

Page 13: Hosted by Mr. Paulus and Mr. Vasa

3,3

Is the right hand behavior ofg(x)= -3x7-13x3+10x+20

the same asthe right hand behavior ofh(x)=3x4+-13x3+11x2+16?

Why?

No g(x) goes down and h(x) goes up

Page 14: Hosted by Mr. Paulus and Mr. Vasa

3,4

List the possible rational zeros of f(x)=6x4+3x3-10x2+3

Factors 6/Factors 3 so there are 8 solutions ±1, ±2, ±3, ±6, ±1/3, ±2/3

Page 15: Hosted by Mr. Paulus and Mr. Vasa

4,1

Find 2 positive real numbers whoseproduct is a maximum and the sum

of the first number and3 times the second is 42?

7 and 21

Page 16: Hosted by Mr. Paulus and Mr. Vasa

4,2

Is (3x3+5x2-7x+6)/(x+4)is equivalent to

3x2-7x+21+(79/(x+4))?Show Work.

No it is not 79 should be 78 work shown

Page 17: Hosted by Mr. Paulus and Mr. Vasa

4,3

Odd degree polynomials are similarto ______ while even degree

polynomials are similar to______ (in terms of end behavior)

Lines Parabolas

Page 18: Hosted by Mr. Paulus and Mr. Vasa

4,4

What are rational zeros forthe graph f(x)= x2-3x+5?

(Buy hint -100 pts)

There are none or empty set

Page 19: Hosted by Mr. Paulus and Mr. Vasa

5,1

DAILY DOUBLE!Wager between 100-1000pts

5.5 feet (must have feet)

Page 20: Hosted by Mr. Paulus and Mr. Vasa

5,2

Which of the these twois -3+(4/(x-3))equivalent to?

A: (-3x-5)/(x-3)B: (2x-4)/(x-3)

Show work.

A. With work shown

Page 21: Hosted by Mr. Paulus and Mr. Vasa

5,3

Finish this sentence:"If the degree of a polynomial

is odd and the leading coefficientis negative then

__________________________"

LHS goes to pos infinity and RHS to neg infinity

Page 22: Hosted by Mr. Paulus and Mr. Vasa

5,4

Create a polynomial withzeros at x=-2, x=3, and x=7.

(x+2)(x-3)(x+7)