Patterns

What is the next number in the sequence: $101, 201, 301, 401, \dots$?

Identify the next number in the pattern: $30, 33, 36, 39, \dots$

Find the next term: $3, 7, 11, 15, \dots$

Which number comes next: $10, 20, 30, 40, \dots$?

What is the next number: $6, 11, 16, 21, \dots$?

Complete the sequence: $100, 200, 300, \dots, 500, 600$.

Find the next number in the sequence: $81, 71, 61, 51, \dots$.

In the sequence $100, 105, 110, 115, \dots$, what is the sum of the next two terms?

Find the next number in the sequence: $2, 6, 12, 20, 30, \dots$

What is the 7th number in the sequence: $4, 8, 16, 32, \dots$?

Identify the next shape: Wide Oval, Thin Oval, Wide Oval, Thin Oval, ...

Look at the dots: Square with 1 dot, Square with 4 dots, Square with 1 dot, Square with 4 dots, ... What comes next?

What follows in this pattern? $Y, \text{Inverted } Y, Y, \text{Inverted } Y, ...$

Identify the next step in this line pattern: 1 horizontal line, 2 horizontal lines, 3 horizontal lines, ...

A pattern starts with a hexagon ($6$ sides), followed by a square ($4$ sides), then another hexagon, then another square. What is the $17^{th}$ shape?

If the pattern is: Red square, Blue square, Blue square, Red square, Blue square, Blue square... what color is the $10^{th}$ square?

A pattern is: Left-arrow, Up-arrow, Right-arrow, Left-arrow, Up-arrow, Right-arrow. What is the $11^{th}$ arrow?

If a pattern of dots on a line is $2, 4, 8, 16...$, how many dots are in the $6$th step?

A pattern of rectangles: $1 \times 2$ units, $2 \times 3$ units, $3 \times 4$ units. What is the area (number of unit squares) of the $5$th rectangle?

Identify the $15$th term in the sequence: $\square, \bigcirc, \bigcirc, \triangle, \square, \bigcirc, \bigcirc, \triangle ...$

Which of these describes a tiling pattern correctly?

A floor is covered by $2$ rows of $9$ tiles each. How many tiles are there in total?

How many sides does a hexagon tile have?

If a pattern is: Green, Red, Red, Green, Red, Red, what is the $9^{th}$ color?

If a pattern of $10$ tiles is divided into two identical halves, how many tiles are in each half?

A pattern follows: Red, Blue, Green, Yellow, and then repeats. What is the $13$th color?

A pattern uses $5$ triangles. If each triangle has $3$ sides, what is the total number of sides of all the triangles used?

A $3 \times 3$ grid is tiled. If you add a row of $3$ tiles at the bottom and a column of $4$ tiles on the right, what are the dimensions of the new tiled rectangle?

If you have $32$ triangular tiles and each pair of triangles makes a square, what is the side length of the largest square you can form using all the triangles?

A wall is $9$ feet long and $1$ foot high. You tile it with tiles that are $3$ feet long and $1$ foot high. How many tiles do you need?