Polynomial extra practice by Dylan Munier https://padlet.com/dmmun104/6pec313uaq9h5v50 Made with a stroke of good luck en-us 2020-10-29 02:26:04 UTC 2025-04-03 19:28:36 UTC hello@padlet.com Axis of symmetry dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871978297 a vertical line drawn through the vertex]]> 2020-10-29 02:41:47 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871978297 Vertex dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871979460 the TURNING POINT of the graph

that it has an extreme point, called the vertex. If the parabola opens up, the vertex represents the lowest point on the graph, or the minimum value of the quadratic function. If the parabola opens down, the vertex represents the highest point on the graph, or the maximum value]]> 2020-10-29 02:42:36 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871979460 Zeroes dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871980401 The points on the graph where the parabola crosses the X axis. Referred as the Roots as well]]> 2020-10-29 02:43:14 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871980401 Standard form of a quadratic function dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871984986 2020-10-29 02:46:22 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871984986 Power function dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871988313 2020-10-29 02:48:40 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871988313 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871990122 2020-10-29 02:49:50 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871990122 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871990846 2020-10-29 02:50:22 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/871990846 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872001425 2020-10-29 02:57:33 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872001425 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872002862 2020-10-29 02:58:39 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872002862 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872004114 2020-10-29 02:59:37 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872004114 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872005030 2020-10-29 03:00:20 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872005030 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872005956 2020-10-29 03:01:02 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872005956 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872008304 2020-10-29 03:02:52 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872008304 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872009226 2020-10-29 03:03:27 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872009226 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872010318 2020-10-29 03:04:17 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872010318 dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872010914 2020-10-29 03:04:47 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872010914 Synthetic Division dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872011415 a shorthand method of dividing polynomials for the special case of dividing by a linear factor whose leading coefficient is 1.]]> 2020-10-29 03:05:10 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872011415 Synthetic Division: How to dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872012143
Given two polynomials, use synthetic division to divide.
  1. Write kk for the divisor.
  2. Write the coefficients of the dividend.
  3. Bring the lead coefficient down.
  4. Multiply the lead coefficient by k.k. Write the product in the next column.
  5. Add the terms of the second column.
  6. Multiply the result by k.k. Write the product in the next column.
  7. Repeat steps 5 and 6 for the remaining columns.
  8. Use the bottom numbers to write the quotient. The number in the last column is the remainder and has degree 0, the next number from the right has degree 1, the next number from the right has degree 2, and so on.
]]> 2020-10-29 03:05:42 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872012143 Remainder Theorm dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872012911 If a polynomial 
f(x)
f(x) is divided by 
x−k,
x−k, then the remainder is the value 
f(k).


]]> 2020-10-29 03:06:19 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872012911 Factor Theorm dmmun104 https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872013351 According to the Factor Theorem, 
k
k is a zero of 
f(x)
f(x) if and only if 
(x−k)
(x−k) is a factor of 
f(x).


]]> 2020-10-29 03:06:38 UTC https://padlet.com/dmmun104/6pec313uaq9h5v50/wish/872013351