Sign Language Numbers 1-100 Chart - 10 Free PDF Printables ... - Free Printable

Let’s look at the hand gestures and numbers shown. Each gesture represents a number or fraction, and some show movement (like arrows) to indicate changing from one value to another.

We need to figure out what each numbered gesture means — especially the ones with arrows, since they seem to show transitions between values.

Looking closely:

- Gestures 1 through 10 are static hand signs for whole numbers:
→ 1 = index finger up
→ 2 = two fingers up
→ 3 = three fingers up
→ 4 = four fingers up
→ 5 = all five fingers up
→ 6 = thumb + pinky? Wait — actually, looking again:
Actually, let’s list them properly based on standard counting手势 (hand signs):

But wait — in many cultures, people count on fingers differently. Let’s match the image exactly as drawn:

Gesture 1: Index finger only → 1
Gesture 2: Index + middle → 2
Gesture 3: Thumb, index, middle → 3 (some systems use this)
Gesture 4: Four fingers (no thumb) → 4
Gesture 5: All five fingers → 5
Gesture 6: Three fingers up, but curled differently? Hmm — maybe it's 6? But how?

Actually, looking at gesture 8: It looks like “rock on” sign — often used for 6 or 8 depending on culture. But here, it’s labeled 8.

Wait — perhaps these are not just finger counts, but specific symbolic gestures for numbers, including fractions.

Now look at gestures 11–15 and the fractional ones below:

Gesture 11: Fist with index finger moving up → arrow shows motion upward → starts closed, ends with index up → that’s going from 0 to 1? But labeled 11.

Wait — maybe the number under each gesture is NOT the value it represents, but an ID number for the gesture itself.

Ah! That makes more sense.

So the numbers 1 to 15 are labels for different hand gestures, and we’re supposed to interpret what numerical value each gesture represents — especially the ones with arrows showing change.

Look at the bottom row:

There’s a gesture with 4 fingers up, then an arrow pointing to a fist → labeled 1/4? No — actually, next to it says “1/4”, “1/2”, “3/4”.

Wait — let’s reorient.

At the very bottom right, there are three gestures:

First: Hand with 4 fingers up, then arrow down to a fist → label says “1/4”? No — actually, the text “1/4” is next to a gesture where index finger moves down from upright to bent? Let me describe carefully.

Actually, looking at the last three illustrations:

Leftmost of bottom row: Open hand (5 fingers), arrow points to a fist → and beside it, no fraction written? Wait no — above the arrow it might be implied.

Wait — better approach: Look at the three fractional examples given explicitly:

In the lower part of the image, after gesture 15, there are three diagrams:

1. A hand with index finger raised, then arrow down to a bent index finger → labeled “1/4”

Wait — no, actually:

From left to right at the bottom:

- First: Four fingers up, then arrow to a fist → and next to it, written “1/4”? Not quite.

Actually, reading the image again:

Below gesture 15, there are three separate illustrations:

Illustration A: Hand with index finger straight up, then dotted line shows it bending down → arrow pointing down → and next to it: “1/4”

Illustration B: Same, but starting with two fingers up (index and middle), then both bend down → labeled “1/2”

Illustration C: Starting with three fingers up (index, middle, ring), then all bend down → labeled “3/4”

And finally, a hand with four fingers up, no movement — probably representing 1 (whole).

So the pattern is:

- When you start with N fingers up and fold them all down, it represents N/4.

Because:

→ 1 finger folded down from up position = 1/4
→ 2 fingers folded down = 2/4 = 1/2
→ 3 fingers folded down = 3/4
→ 4 fingers folded down = 4/4 = 1 (but not shown with arrow — just open hand)

Also, earlier gestures with arrows:

Gesture 11: Fist → index finger rises → so from 0 to 1 → could represent +1 or just 1

Gesture 12: Fist → two fingers rise → +2 or 2

Gesture 13: Two fingers up → then hand turns over? Arrow shows rotation → maybe represents flipping or negating? Or perhaps 2 becoming something else.

Gesture 14: Three fingers up → then hand rotates → similar to 13.

Gesture 15: Five fingers up → then hand closes to fist → so from 5 to 0? Or representing subtraction?

But the key insight comes from the fractional examples at the bottom.

The problem likely asks: What do these gestures mean numerically? Especially the ones with arrows indicating change.

Since the user didn’t specify the exact question, but uploaded this chart, and given the context of homework, it’s probable that the task is to identify the numerical value represented by each gesture — particularly interpreting the dynamic ones (with arrows) as operations or fractions.

Given the explicit labeling at the bottom:

- Folding down 1 finger from upright position = 1/4
- Folding down 2 fingers = 1/2
- Folding down 3 fingers = 3/4

Therefore, the system uses folding down fingers from an initial "up" position to represent quarters.

Similarly, raising fingers from a fist represents adding those units.

So for example:

Gesture 11: Raising 1 finger from fist → represents +1 or simply 1
Gesture 12: Raising 2 fingers → +2 or 2
Gesture 13: Two fingers up, then rotating hand — might represent multiplying by -1 or flipping sign? But no clear indication.

Alternatively, perhaps the arrows indicate the action to get to that number.

But the most consistent interpretation is from the bottom three:

They clearly define:

- Start with fingers up, fold them down one by one to show fractions of a whole (where whole = 4 fingers?).

Wait — why 4? Because 1/4, 1/2=2/4, 3/4 — denominator is 4.

And the final state for 1 would be all 4 fingers folded? But in the illustration for 3/4, it’s three fingers folding down, implying the fourth is still up? No — in the drawing for 3/4, it shows three fingers initially up, then all three fold down — so if only three are involved, maybe the base is 3? But 3/4 doesn't fit.

Wait — look again:

In the “1/4” diagram: Only the index finger is shown moving — from up to down. The other fingers are not visible or are down. So perhaps it’s assuming a default state of all fingers down except the ones being manipulated.

Actually, in the “1/4” image: The hand has only the index finger extended initially, then it bends down. Other fingers are curled. So it’s isolating one finger.

Similarly, “1/2”: Two fingers (index and middle) start up, then both bend down.

“3/4”: Three fingers start up, then all three bend down.

And implicitly, if four fingers start up and all bend down, that would be 4/4 = 1.

So the rule is:

Number of fingers that start in the "up" position and then are folded down = numerator, and the denominator is always 4.

Thus:

- 1 finger folded down → 1/4
- 2 fingers folded down → 2/4 = 1/2
- 3 fingers folded down → 3/4
- 4 fingers folded down → 4/4 = 1

This matches the labels.

Now, what about the other gestures?

For instance, gesture 1: One finger up — static — likely represents 1.

But according to the fraction system, if you have one finger up and don’t move it, is that 1/4? Probably not — the movement defines the fraction.

Perhaps the static gestures represent whole numbers, and the dynamic ones (with arrows) represent fractions or changes.

But gesture 1 is static and labeled 1 — so likely represents the number 1.

Similarly, gesture 5: Five fingers up — represents 5.

Gesture 10: Thumb up, others curled — might be 10? In some systems, thumb up is 10.

Gesture 8: “Rock on” sign — in American Sign Language or common usage, sometimes means 6 or 8. Here labeled 8, so probably 8.

Gesture 6: Three fingers up but in a different configuration — labeled 6.

Gesture 7: Similar to 6 but mirrored? Labeled 7.

Gesture 9: Four fingers up, thumb across — labeled 9.

So it seems gestures 1-10 are standard representations for numbers 1 through 10 using various finger configurations.

Then gestures 11-15 involve motion:

11: From fist to one finger up → represents gaining 1, or the number 1 via motion.

12: From fist to two fingers up → gaining 2.

13: Two fingers up, then hand rotates — perhaps represents negative 2 or inversion.

14: Three fingers up, then rotate — negative 3?

15: Five fingers up to fist — losing 5, or zero.

But without a specific question, it’s hard to say.

However, given that the bottom part explicitly teaches fractions using finger-folding, and the user is likely expected to understand that system, the main point is probably to recognize that:

Folding down N fingers from an initial "up" position represents the fraction N/4.

Moreover, in the absence of a specified question, but considering typical homework tasks, the student might be asked to interpret what certain gestures mean — for example, what does the gesture with three fingers folding down represent? Answer: 3/4.

Or, what gesture represents 1/2? Answer: The one where two fingers start up and fold down.

Since the user didn’t provide a specific question, but the image includes numbered gestures and fractional examples, I think the intended task is to understand the mapping, especially for the fractional parts.

Perhaps the problem is: "What fraction is represented by the gesture where three fingers are folded down?" Based on the image, it's 3/4.

Or maybe: "Complete the pattern" — but no pattern is broken.

Another possibility: The numbers 1-15 are IDs, and we need to find which gesture corresponds to a given value.

But again, no specific query.

Given the instructions, I should solve the problem accurately. Since no explicit question is stated, but the image prominently features the fractional representations at the bottom, and those are labeled, I believe the core concept being taught is that folding down fingers represents fractions with denominator 4.

To confirm, let's see if there's any calculation needed.

Suppose the task is: "What is the value of the gesture shown in the bottom right with three fingers folding down?"

Answer: 3/4.

Similarly, two fingers folding down: 1/2.

One finger: 1/4.

Four fingers folding down would be 1, though not shown with arrow.

Also, note that in gesture 15: Five fingers up to fist — if we apply the same logic, folding down 5 fingers, but 5/4 is greater than 1, which might not fit. So probably the fraction system only applies when up to 4 fingers are involved.

Whereas gestures 1-10 are for whole numbers 1-10.

Gestures 11-14 might be for operations or other values.

But for the purpose of this response, since the fractional examples are clearly defined and labeled, and likely the focus of the lesson, I'll go with that.

Final decision: The problem is probably to identify the fraction represented by the gesture where three fingers are folded down from an upright position.

Based on the image, it is labeled as 3/4.

So the answer is 3/4.

But to be thorough, let's check if there's any trick.

In the "3/4" diagram, it shows three fingers starting up and then folding down, and it's explicitly labeled "3/4".

Similarly, "1/2" for two fingers, "1/4" for one finger.

No ambiguity.

Therefore, if the question is implied to be about that, the answer is 3/4.

Perhaps the task is to write the fraction for each of the three bottom gestures.

But since only one final answer is required, and 3/4 is the last one mentioned, or perhaps the most complex.

Maybe the problem is: "What fraction does the gesture with three fingers folding down represent?"

Answer: \frac{3}{4}

I think that's it.

Final Answer:
\frac{3}{4}