Where to Look From

Looking at a window from the side, you see the _____ of the frame.

From the front view, a ladder looks like two long vertical poles with many horizontal _____.

If you look at a battery cell from the top (the side with the little bump), you see a:

When looking at a football from any side, it always looks like a:

Which view of a car allows you to see both the front and back tires on one side at once?

If you place a mirror on the line of symmetry of a shape, what happens?

On a dot grid, what is the total number of dots used to form a square that has $3$ dots on each side?

A 'Tit-for-Tat' story in the textbook uses a mirror to double the money. If a mirror is placed next to a half-pattern, it creates a full pattern. This property is called:

If you look at a computer mouse from the front (where the wire comes out), what do you see?

Which of these letters has no line of symmetry at all?

A line of symmetry divides a figure into ________ parts.

If you look at a bicycle from the front, you will see ________.

Which of these letters looks the same in a mirror reflection?

Which view of a television shows its screen?

Suppose a wall clock has dots instead of numbers. If the actual time on the clock is $9:00$, what time will it appear to show in its mirror reflection?

A shape that can be divided into two matching parts by a line is said to be:

Which of these digits does NOT look the same in a mirror?

A large square is divided into $4$ smaller identical squares to form a $2 \times 2$ grid. If you color the top-left small square and the bottom-right small square green, and leave the other two squares white, how many lines of symmetry does the whole large square have now?

Which of these shapes has symmetry but the mirror line must be diagonal?

If you look at the letter $E$ in a mirror placed on its left side, what will it look like?

Which of these letters can be divided into two mirror halves by a vertical line through its center?

Which view of a chair shows only the legs and the side of the backrest?

If you draw a boat on a dot grid, the bottom part is usually a:

Which of these digits has a vertical line of symmetry?

On a dot grid, you join $4$ dots to form a shape. If all dots are in a single straight line, what shape have you drawn?

If you look at a table fan from the front, what shape do the blades mostly create?

Which of these objects has a vertical line of symmetry?

How many unit squares (the smallest possible squares) can fit inside a rectangle that is $4$ dots long and $3$ dots high?

A zigzag path on a dot grid starts at $(1,1)$, goes to $(2,2)$, then $(3,1)$, then $(4,2)$. How many dots are in this path?

To draw a triangle with two equal sides (isosceles) on a dot grid, where must the third vertex be placed relative to the base?