a) Draw the next two figures in the tile pattern.

b) Write a pattern rule using an algebraic expression for the

number of tiles in any figure.

c) Identify the constant term and the numerical coefficient in

your expression.

d) What do the constant term and the numerical coefficient

tell you about how the pattern grows?

kijijij Apr 30, 2020

#1

#3**+2 **

Yes, I can see you tried and that is good progress. I appreciate your effort.

The photos (for the pic) were ok, you just need to work out how to get them the right way around. :)

Your pic just changed but there is no indication that you edited, how did that happen? That is a bit weird.

Anyway, your pic looks much better now. I assume it is now correct?

Melody
Apr 30, 2020

#4**+1 **

Looks like you start with one block and then keep adding a column of 4 blocks.

So can you draw the next to pics?

What would they look like?

Melody Apr 30, 2020

#5**+1 **

the two images would look like

ik it looks out of shape but it would look something like this

Guest Apr 30, 2020

#7**+1 **

Yes those pics are correct.

Study this table sand see if you can work out what I have done.

Then answer my questions.

AND STOP POSTING MORE OF THE SAME QUESTIONS!

ROW number | first pic | second pic | third pic | 4th pic | 5th pic | |

1 | n= | 1 | 2 | 3 | 4 | 5 |

2 | initial number of blocks | 1 | 1 | 1 | 1 | 1 |

3 | How many more are added | 4 | 2*4 | 3*4 | 4*4 | |

4 | How many are there each time | 1+0*4 | 1+1*4 | 1+2*4 | 1+3*4 | 1+4*4 |

How do I get the red numbers in the 4th row from the red numbers in the 1st row?

Are they the same or How are they different?

Melody Apr 30, 2020