Download presentation

Presentation is loading. Please wait.

Published byAleah Crippin Modified over 3 years ago

2
Are You Smarter Than Mr. Alder?

3
Are You Smarter Than a 5 th Grader? 1,000,000 5th Grade Question 1 5th Grade Question 2 4th Grade Question 3 4th Grade Question 4 3rd Grade Question 5 3rd Grade Question 6 2nd Grade Question 7 2nd Grade Question 8 1st Grade Question 9 1st Grade Question 10 500,000 300,000 175,000 100,000 50,000 25,000 10,000 5,000 2,000 1,000

4
5th Grade Question 1 / The part of the quadratic formula that is under the radical and thus indicates whether the roots of the quadratic equation are real or imaginary

5
5th Grade Answer 1 / Discriminant Return

6
5th Grade Question 2 / A pair of complex numbers in the form a + bi and a – bi whose product will always be a real number

7
5th Grade Answer 2 / Complex Conjugates Return

8
4th Grade Question 3 / A function defined by two or more equations over a given domain

9
4th Grade Answer 3 / Piece-wise Functions Return

10
4th Grade Question 4 / The curves formed by the intersections of a plane with an infinite double right circular cone at different angles (parabola, hyperbola, ellipse, & circle) / The curves formed by the intersections of a plane with an infinite double right circular cone at different angles (parabola, hyperbola, ellipse, & circle)

11
4th Grade Answer 4 / Conic Sections Return

12
3rd Grade Question 5 / A short-cut alternative algorithm to divide a polynomial by a binomial

13
3rd Grade Answer 5 / Synthetic Division Return

14
3rd Grade Question 6 / Rewriting a quadratic polynomial (by adding/subtracting constants) so that it contains a perfect square trinomial

15
3rd Grade Answer 6 / Completing the Square

16
2nd Grade Question 7 / A triangular array of numbers where each row is generated by taking the sum of two entries above it in the previous row It is useful in expanding binomials and in probability. / A triangular array of numbers where each row is generated by taking the sum of two entries above it in the previous row It is useful in expanding binomials and in probability.

17
2nd Grade Answer 7 / Pascal’s Triangle Return

18
2nd Grade Question 8 / A rectangular array of numbers, consisting of horizontal rows and vertical columns

19
2nd Grade Answer 8 / Matrices Return

20
1st Grade Question 9 / Numbers that can be expressed in the form a + bi, where i = and a and b are real numbers

21
1st Grade Answer 9 / Complex Numbers Return

22
1st Grade Question 10 / A Greek letter representing an incremental change

23
1st Grade Answer 10 Delta ( ) Return

24
Million Dollar Question

25
1,000,000 Question / An equation that best fits data that appears to model a given curve It attempts to find models for sets of data. / An equation that best fits data that appears to model a given curve It attempts to find models for sets of data.

26
1,000,000 Answer / Regression Equation Return

27
Thanks for Playing!

Similar presentations

OK

Graph quadratic equations. Complete the square to graph quadratic equations. Use the Vertex Formula to graph quadratic equations. Solve a Quadratic Equation.

Graph quadratic equations. Complete the square to graph quadratic equations. Use the Vertex Formula to graph quadratic equations. Solve a Quadratic Equation.

© 2018 SlidePlayer.com Inc.

All rights reserved.

To ensure the functioning of the site, we use **cookies**. We share information about your activities on the site with our partners and Google partners: social networks and companies engaged in advertising and web analytics. For more information, see the Privacy Policy and Google Privacy & Terms.
Your consent to our cookies if you continue to use this website.

Ads by Google

Ppt on object-oriented programming concepts c# Ppt on collections framework in java Ppt on national congress party Ppt on anti poverty programs in india Ppt on statistics in maths what is pi Ppt on generation gap in india Ppt on intelligent manufacturing services Ppt on pin diode circuit Ppt on industrial development in gujarat Ppt on limitation act british columbia