Write a recursive formula that shows how many ways you can tile
a 3xn checkboard with 1x3 tiles. Show how the pattern is establish
by showing how different value n give their corresponding ways to
tile the particular n.
How many different ways can you solve a quadratic equation? List
them.
Create a trinomial that can be factored and write it in standard
form.
Factor x^2 – 7x + 10, 4x^2 – 81 and p (x) = 3x^3 – 12x
What key features of a quadratic graph can be identified and how
are the graphs affected when constants or coefficients are added to
the parent quadratic equations? Compare the translations to the
graph of linear function. Create examples of...
A student wants to create a password consisting of 7 characters.
How many possible ways can the student create the password if the
first three characters are letters following by two digits and the
last two characters can be letters or digits?
How many ways can you see that heat can transfer from the inside
to the outside of your room on a cold day? List at least three and
describe in detail how heat moves through the different kinds of
materials (glass, brick, wood, insulation, etc.)—by conduction,
convection or radiation. Which process do you suppose
dominates?
The flower shop has ten different flower arrangements.
How many different ways can the shop show flowers if their display
case can hold three flower arrangements and no flower arrangement
is repeated?