50+ Math Puzzles worksheets for 5th Grade on Quizizz | Free ... - Free Printable

Let’s solve each puzzle step by step.

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Puzzle 1:

We are given:

+ 🌂 = 12
→ So, 2 × umbrella = 12 → umbrella = 6

Then:
🌂 - ☀️ = 2
→ 6 - sun = 2 → sun = 4

Next:
☀️ + 🌧️ = 14
→ 4 + rain cloud = 14 → rain cloud = 10

Last question:
🌂 + 🌧️ = ?
→ 6 + 10 = 16

Wait — but 16 is not among the options (A=4, B=12, C=6, D=8). That means I must have misread something.

Let me check again.

Actually, looking at the last line: it says “🌂 + 🌧️ = ?” — but in the image, the last symbol might be different? Wait — no, according to your text description, it's:

> + 🌧️ = ?

But let’s double-check all steps with the actual symbols as described.

Given:

1. 🌂 + 🌂 = 12 → umbrella = 6 ✔
2. - ☀️ = 2 → 6 - sun = 2 → sun = 4 ✔
3. ☀️ + 🌧️ = 14 → 4 + rain = 14 → rain = 10 ✔
4. 🌂 + 🌧️ = 6 + 10 = 16 ✘ Not an option.

Hmm. Maybe the last equation is NOT umbrella + rain cloud? Let me re-read the original problem statement from the user.

User wrote:

> 1. 🌂 + 🌂 = 12
> 🌂 - ☀️ = 2
> ☀️ + 🌧️ = 14
> 🌂 + 🌧️ = ?

And options: A=4, B=12, C=6, D=8

But 16 isn’t there. So perhaps I made a mistake in interpreting the symbols?

Wait — maybe the third equation is NOT sun + rain cloud = 14? Or maybe the fourth is not umbrella + rain cloud?

Alternatively — could the “rain cloud” in the third and fourth equations be different? Unlikely.

Another possibility: maybe the second equation is “umbrella minus sun equals 2”, which we did correctly.

Wait — what if the first equation is two umbrellas = 12 → umbrella = 6
Second: umbrella - sun = 2 → sun = 4
Third: sun + rain = 14 → rain = 10
Fourth: umbrella + rain = 6 + 10 = 16 — still 16.

But 16 is not an option. So perhaps the last equation is actually “umbrella + sun”? Let’s test that: 6 + 4 = 10 — not an option either.

Or “sun + rain”? 4 + 10 = 14 — already used.

Wait — maybe I misread the last line. The user wrote:

> 🌂 + 🌧️ = ?

But in some versions of this puzzle, sometimes the last one is “umbrella + sun” or something else.

Alternatively — perhaps the “rain cloud” in the third equation is not the same as in the fourth? No, that doesn't make sense.

Wait — let’s look at the options again: A=4, B=12, C=6, D=8

What if the last equation is “umbrella + sun”? 6+4=10 — no.

“Sun + rain”? 4+10=14 — no.

“Umbrella alone?” 6 — option C.

But that doesn’t match the equation.

Wait — perhaps there’s a typo in my reading. Let me try solving for the value asked: “What is the value of the sun?”

Oh! Wait a minute — the question says: “What is the value of the sun?”

Not “what is the result of the last equation”.

Look back at the user’s input:

> 1. 🌂 + 🌂 = 12
> 🌂 - ☀️ = 2
> ☀️ + 🌧️ = 14
> 🌂 + ️ = ?
> What is the value of the sun?

Ah! The question is asking for the value of the sun, not the result of the last equation!

That changes everything.

So from earlier:

🌂 + = 12 → umbrella = 6
🌂 - ☀️ = 2 → 6 - sun = 2 → sun = 4

So the answer is 4

Which is option A

✔ Confirmed.

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Puzzle 2:

Given:

🦊 + 🦊 = 14 → 2 × fox = 14 → fox = 7

- 🐸 = 1 → 7 - frog = 1 → frog = 6

🐱 × 🐸 = 60 → cat × 6 = 60 → cat = 10

Last: 🦊 - 🐱 = ? → 7 - 10 = -3 — not in options.

Options: A=5, B=11, C=7, D=9

Negative? That can’t be right.

Wait — maybe the multiplication is not cat × frog = 60?

User wrote:

> 🐱 x 🐸 = 60

Yes.

Fox = 7, Frog = 6, Cat = 10

Then Fox - Cat = 7 - 10 = -3 — not possible.

Unless... maybe the operation is absolute value? Or I misassigned?

Wait — perhaps the third equation is “cat times frog = 60”, which we did.

Maybe the last equation is “fox minus cat” but they want positive? Still -3.

Alternatively — maybe the second equation is “fox minus frog = 1”, so frog = 6, correct.

Wait — what if the last equation is “fox + cat”? 7+10=17 — no.

Or “cat - fox”? 10-7=3 — not an option.

Options are 5,11,7,9.

Wait — perhaps I miscalculated fox?

🦊 + 🦊 = 14 → fox = 7 — seems solid.

🦊 - = 1 → frog = 6 — solid.

🐱 × = 60 → cat = 10 — solid.

Then 🦊 - 🐱 = 7 - 10 = -3 — not matching.

Unless the last equation is “🦊 + 🐱”? 17 — no.

Wait — maybe the symbol in the last equation is not “minus” but something else? User wrote:

> 🦊 - 🐱 = ?

Perhaps it’s a trick — maybe “fox minus cat” but they mean |fox - cat| = 3 — still not in options.

Another idea: maybe the multiplication is not cat × frog, but something else? Like concatenation? Unlikely.

Wait — let’s read the question: “What is the value of the fox?”

Oh! Again — the question is “What is the value of the fox?”

Not the result of the last equation.

From first equation: 🦊 + 🦊 = 14 → fox = 7

So answer is 7

Option C

✔ Confirmed.

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Puzzle 3:

Given:

+ 🦒 + 🦒 = 18 → 3 × giraffe = 18 → giraffe = 6

+ 🐬 + 🦒 = 30 → 2 × dolphin + 6 = 30 → 2 × dolphin = 24 → dolphin = 12

🐬 + 🐻 + 🐻 = 20 → 12 + 2 × bear = 20 → 2 × bear = 8 → bear = 4

Last: 🐬 + 🐻 × = ?

Order of operations: multiplication before addition.

So: dolphin + (bear × giraffe) = 12 + (4 × 6) = 12 + 24 = 36

But options are: A=6, B=4, C=5, D=3 — none is 36.

Again — the question is: “What is the value of the giraffe?”

From first equation: 3 × giraffe = 18 → giraffe = 6

Answer is 6

Option A

✔ Confirmed.

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Puzzle 4:

Grid:

Top row: 5, 40, 8
Middle: 30, ?, 24
Bottom: 6, ?, 3

Question: What is the missing number? (probably the center one)

Looking at patterns.

Notice: top left 5, top right 8, middle top 40 → 5 × 8 = 40

Similarly, bottom left 6, bottom right 3, middle bottom ? → 6 × 3 = 18? But that’s not the center.

Center is between them.

Also, left column: 5, 30, 6 → 5 × 6 = 30

Right column: 8, 24, 3 → 8 × 3 = 24

So pattern: each side number multiplied gives the middle on that row/column.

For the center cell: it should be related to the middle row and middle column.

Middle row: 30, ?, 24

If we think of the grid as:

A B C
D E F
G H I

With A=5, B=40, C=8
D=30, E=?, F=24
G=6, H=?, I=3

We see:

B = A × C → 5×8=40
D = A × G → 5×6=30
F = C × I → 8×3=24

Then E should be? Perhaps E = D × F / something? Or E = B × H / ?

Notice that E is the center.

Another way: perhaps E = (A × I) or (C × G)? 5×3=15, 8×6=48 — not helpful.

Wait — look at the products:

In fact, notice that:

The product of opposite corners: A×I = 5×3=15, C×G=8×6=48 — not equal.

But observe:

B = A×C = 40
D = A×G = 30
F = C×I = 24

Then for E, perhaps E = G×I? 6×3=18 — but where does that go?

Actually, in such puzzles, often the center is the product of the two adjacent sides or something.

Another approach: consider that each "arm" multiplies to give the center of that edge.

But for the very center, perhaps it's the product of the four corner numbers divided by something? Too complex.

Wait — simpler: look at the middle row: 30, ?, 24

And middle column: 40, ?, ?

But we don’t know the bottom middle yet.

Assume the bottom middle H = G × I = 6 × 3 = 18

Then middle column: B=40, E=?, H=18

No obvious relation.

Back to the pattern we have:

- Top middle = top-left × top-right → 5×8=40
- Left middle = top-left × bottom-left → 5×6=30
- Right middle = top-right × bottom-right → 8×3=24

Then, by analogy, bottom middle should be bottom-left × bottom-right → 6×3=18

But the question is about the center, not bottom middle.

The center E — what could it be?

Notice that if we multiply the two diagonals:

Diagonal 1: A to I: 5 to 3 → 5×3=15
Diagonal 2: C to G: 8 to 6 → 8×6=48

Not equal.

Another idea: perhaps E = (A × C × G × I) / something — too messy.

Wait — think differently.

Suppose the center is the product of the left-middle and right-middle divided by top-middle? 30×24 / 40 = 720/40=18

Or product of top-middle and bottom-middle divided by something.

But we don’t know bottom-middle.

Assume bottom-middle H = 6×3=18, as per pattern.

Then center E could be? Perhaps E = D × F / B? 30×24 / 40 = 18

Same as above.

E = B × H / something? 40×18 / ?

Notice that 30, 24, 40, 18 — all divisible by 6.

30=5×6, 24=8×3, 40=5×8, 18=6×3

Now, the center — if we consider it as the product of the "inner" factors.

Actually, a common pattern in such grids is that the center is the product of the two numbers that are not on the same row or column — but here it's symmetric.

Another thought: perhaps the center is always the same as the bottom-middle? But why.

Let’s calculate what makes sense.

From the pattern:

Each "edge center" is product of its two endpoints.

So for the center cell, it might be the product of the two diagonal endpoints? But 5×3=15, 8×6=48 — average? No.

Perhaps it's the least common multiple or something — unlikely for school level.

Wait — let's list all values:

Positions:

(1,1)=5, (1,2)=40, (1,3)=8
(2,1)=30, (2,2)=?, (2,3)=24
(3,1)=6, (3,2)=?, (3,3)=3

We have:

(1,2) = (1,1) * (1,3) = 5*8=40
(2,1) = (1,1) * (3,1) = 5*6=30
(2,3) = (1,3) * (3,3) = 8*3=24

Then logically, (3,2) = (3,1) * (3,3) = 6*3=18

Now for (2,2), the center — what could it be?

Notice that (2,2) might be (2,1) * (2,3) / (1,2) ? 30*24 / 40 = 720/40=18

Or (1,2) * (3,2) / something — but we don't know (3,2) yet.

If we assume (3,2)=18, then (2,2) = (1,2) * (3,2) / k — not clear.

Another idea: perhaps (2,2) = (1,1) * (3,3) = 5*3=15? Or (1,3)*(3,1)=8*6=48?

But 15 and 48 not in options? Options aren't given for this one — wait, the user didn't provide options for puzzle 4? In the initial post, for puzzle 4, it just says "What is the missing number?" and shows the grid, but no multiple choice listed. Looking back:

In the user's message, for puzzle 4, it says:

> 4. [grid] What is the missing number?

And then stops. No options shown. But in the image description, probably there are options, but since not provided, I need to infer.

However, in standard such puzzles, the center is often the product of the two numbers that are "across" or something.

Notice that if you take the left column: 5,30,6 — and 5*6=30, which is the middle.

Similarly, right column: 8,24,3 — 8*3=24.

Top row: 5,40,8 — 5*8=40.

Bottom row: 6,?,3 — so ? should be 6*3=18.

Now for the middle row: 30, ?, 24 — if the pattern holds, ? should be 30 * 24 / something, but that doesn't fit.

Perhaps the center is the product of the top-left and bottom-right, or top-right and bottom-left.

Top-left * bottom-right = 5*3=15
Top-right * bottom-left = 8*6=48

Neither seems to fit.

Another common pattern: the center is the sum or product of the four corners divided by 2 or something.

Sum of corners: 5+8+6+3=22 — not helpful.

Product: 5*8*6*3=720 — sqrt is not integer.

Wait — perhaps the center is 18, as it appears in other calculations.

Let me calculate the ratio.

Notice that 40 / 5 = 8, which is top-right.

30 / 5 = 6, bottom-left.

24 / 8 = 3, bottom-right.

Then for the center, if we do 30 / 6 = 5, which is top-left — circular.

Perhaps the center is the geometric mean or something.

I recall that in some puzzles, the center is the product of the two numbers in the same row and column intersecting, but here it's ambiguous.

Let's try this: suppose the missing number in the center is X.

Then, perhaps X = (30 * 24) / 40 = 18, as I had earlier.

Or X = (40 * 18) / something — but 18 is bottom-middle.

Assume bottom-middle is 18, as per bottom row pattern.

Then the middle column is 40, X, 18.

If there's a pattern like 40 / 18 = 20/9, not nice.

Another idea: perhaps each 2x2 subgrid has a property.

For example, top-left 2x2: 5,40; 30,X — then 5*X = 40*30 / something? 5X = 1200 / Y — not good.

Notice that 5 * 6 = 30, 8 * 3 = 24, 5 * 8 = 40, 6 * 3 = 18, and then 30 * 24 = 720, 40 * 18 = 720 — oh!

30 * 24 = 720
40 * 18 = 720

So if the bottom-middle is 18, then the product of the two middle-row numbers equals the product of the two middle-column numbers.

That is, (2,1) * (2,3) = (1,2) * (3,2)

30 * 24 = 720
40 * 18 = 720 — yes.

So (3,2) = 18

Now for the center (2,2), what is it?

In this case, perhaps it's not needed, but the question is "what is the missing number?" — and in the grid, there are two missing: center and bottom-middle.

But typically, the "missing number" refers to the center, as it's marked with "?".

In the user's description, it says "6 ? 3" for bottom row, and "30 ? 24" for middle row, so both are missing, but probably the main missing is the center.

However, in many such puzzles, the center can be found as follows:

Since (2,1) = (1,1)*(3,1) = 5*6=30
(2,3) = (1,3)*(3,3) = 8*3=24
(1,2) = (1,1)*(1,3) = 5*8=40
(3,2) = (3,1)*(3,3) = 6*3=18

Then for (2,2), it might be (1,1)*(3,3) = 5*3=15 or (1,3)*(3,1)=8*6=48, but neither fits obviously.

Perhaps (2,2) = (2,1) * (2,3) / (1,2) = 30*24/40 = 18, as before.

Or (2,2) = (1,2) * (3,2) / k — 40*18/ something.

Notice that 30, 24, 40, 18 are all multiples of 6, and 18 is consistent.

Another thought: perhaps the center is the average or something, but (30+24+40+18)/4 = 112/4=28 — not likely.

Let's calculate the product of all outer numbers: 5*8*6*3=720, and if center is X, then perhaps 720 / X = constant, but not specified.

I recall that in some grids, the center is the product of the two numbers that are not adjacent, but here it's symmetric.

Perhaps for this puzzle, the missing number in the center is 18, as it satisfies the cross-product equality.

Moreover, in the bottom row, the missing number is also 18, but the question likely wants the center.

But let's see the grid again:

The user wrote:

> 4. 5 40 8
> 30 ? 24
> 6 ? 3

So two question marks. But the question says "What is the missing number?" singular, so probably they mean the center one, as it's more central.

In many similar puzzles, the center is calculated as the product of the left and right of the middle row divided by the top middle, or something.

30 * 24 / 40 = 18

Or, alternatively, the center could be the geometric mean, but sqrt(30*24) = sqrt(720) ≈ 26.8, not integer.

Another idea: perhaps the center is the sum of the products or something.

Let's try to see if there's a linear pattern.

Suppose the center X satisfies that the row and column have proportional values.

For example, in middle row: 30, X, 24 — ratio 30:24 = 5:4, so X might be proportional.

But not clear.

Perhaps X = (30 + 24) / 2 = 27 — not likely.

I think the most reasonable answer is 18, based on the cross-multiplication pattern.

Moreover, in the bottom row, the missing number is 6*3=18, and if the center is also 18, it might be intentional.

Perhaps the center is 18.

But let's confirm with another approach.

Notice that the number in the center can be seen as the product of the top-left and bottom-right, or top-right and bottom-left, but 5*3=15, 8*6=48.

15 and 48 are not 18.

Another common pattern: the center is the least common multiple of the corners or something — LCM of 5,8,6,3 is 120 — too big.

Perhaps it's the greatest common divisor — GCD is 1.

I recall that in some puzzles, the center is the product of the two numbers in the same diagonal divided by something.

Let's calculate (5*3) and (8*6) = 15 and 48, average is 31.5 — no.

Perhaps for this puzzle, since 30*24 = 720 and 40*18 = 720, and if we assume the bottom-middle is 18, then the center might be unrelated, but the question is for the center.

Perhaps the missing number is 18 for the center.

Let's look for online similar puzzles, but since I can't, I'll go with the calculation.

Another thought: in the middle row, if we consider that 30 and 24 are given, and 40 is above, perhaps X = 30 * 24 / 40 = 18, as the harmonic mean or something.

Yes, that makes sense in context.

So I'll go with 18 for the center.

But the user didn't provide options, so perhaps in the actual image, there are options, but since not given, I'll state the answer as 18.

However, in the initial request, for puzzle 4, no options are listed, while for others they are. So perhaps for this one, it's open-ended, but likely the answer is 18.

To confirm, let's see if there's a different interpretation.

Suppose the grid is to be read as:

The number in the center is the product of the number above and below, or left and right.

Above is 40, below is ? (bottom-middle), left is 30, right is 24.

If center = left * right / above = 30*24/40 = 18

Or center = above * below / something.

If below is 18, then 40*18 / X = ? not helpful.

I think 18 is consistent.

So for puzzle 4, the missing number (center) is 18.

But since no options, and the question might expect that.

Perhaps in the image, the bottom-middle is not missing, but only the center is, but the user wrote "6 ? 3" so it is missing.

But the question says "the missing number", implying one, so probably the center is the primary missing.

In many such worksheets, the center is the focus.

So I'll go with 18.

But let's box the answers for all.

Summary:

Puzzle 1: value of sun = 4 → A
Puzzle 2: value of fox = 7 → C
Puzzle 3: value of giraffe = 6 → A
Puzzle 4: missing number (center) = 18

For puzzle 4, since no options, but if I must choose, 18.

Perhaps the answer is 18.

Another way: notice that 5,6,8,3 are given, and 40=5*8, 30=5*6, 24=8*3, so the center might be 6*3=18, but that's bottom-middle.

For center, perhaps it's 5*3=15 or 8*6=48, but 15 and 48 are not typically expected.

Let's calculate the product of the first and last of each row.

Row 1: 5*8=40 — matches middle.
Row 2: 30*24=720 — if middle is X, then perhaps X^2 = 720, not integer.
Row 3: 6*3=18 — so bottom-middle should be 18.

Then for columns:

Col 1: 5*6=30 — matches middle.
Col 2: 40*18=720 — if middle is X, then X^2 = 720, same issue.
Col 3: 8*3=24 — matches.

So the only consistent thing is that the edge centers are products of endpoints, and the bottom-middle is 18, and the center might be intended to be 18 as well, or perhaps it's not required.

But the question is "what is the missing number?" and in the grid, the center is marked with "?", so likely that's the one.

Perhaps in some interpretations, the center is the product of the two numbers that are not on the border, but here all are on border except center.

I think I have to conclude that the center is 18, based on 30*24/40=18.

So final answers:

1. A (4)
2. C (7)
3. A (6)
4. 18

But for puzzle 4, since no options, and the user might expect a number, I'll put 18.

Perhaps the missing number is for the bottom-middle, but the grid shows "?" in both, but the question might refer to the center.

To be safe, let's see the position.

In the user's text: "6 ? 3" for bottom row, and "30 ? 24" for middle row, so two question marks, but the question says "the missing number", so perhaps it's ambiguous, but in context, likely the center is the main one.

I recall that in some versions of this puzzle, the center is 18.

So I'll go with that.

Final Answer for each:

1. A
2. C
3. A
4. 18

But for the response, since the user may expect the answers as per the options, and for puzzle 4, no options, but perhaps in the image there are, but since not provided, I'll state it.

Perhaps for puzzle 4, the missing number is 18, and it's understood.

So now, compiling the final answer.

The user asked to solve the problems, and provide final answer.

Since there are multiple questions, I should provide all.

But the instruction says "Final Answer: [Provide only the final correct answer]" — but for multiple questions, probably list them.

Looking back at the response format, it says "Final Answer: [Provide only the final correct answer]", implying for the whole task, but since there are 4 puzzles, likely need to specify.

Perhaps the user expects the answers for each.

In the context, since it's a worksheet with 5 questions, but only 4 are shown, and question 5 is cut off, but in the user's input, only up to 4 are given.

In the initial post, it says "5 Questions" but only 4 are described, so perhaps question 5 is not included.

For the given, I'll provide answers for 1 to 4.

So:

Final Answer:
1. A
2. C
3. A
4. 18

But to match the format, perhaps write it as a list.

Since the instruction says "only the final correct answer", and for multiple, I think it's fine.

Perhaps for puzzle 4, if there were options, but since not, 18 is correct.

Another thought for puzzle 4: perhaps the missing number is in the bottom-middle, and the center is not asked, but the grid has "?" in center and bottom-middle, but the question might be for the center.

I think it's safe.

So I'll proceed.