Question: Find missing number in math puzzle:
Answer: Let M = Mario
Z = Zelda
Mi = Mickey Mouse
Equation 1:
M + M + M = 60
3M = 60
M = 20
Equation 2:
M + Z + Z = 30
M + 2Z = 30
2Z = 30 – M
2Z = 30 – 20
Z = 5
Equation 3:
Z + Mi + Mi = 9
Z + 2Mi = 9
2Mi = 9 – Z
2Mi = 9 – 5
2Mi = 4
Mi = 2
Equation 4:
M + Z x Mi = ?
= 20 + 5 x 2
= 30
Answer = 30
Question: Find the missing number in this riddle:
The number in the center is the
multiplication of numbers on both sides such as 12 (in the center) is equal to multiplication
of 4 & 3 (numbers on both sides).
Hence we can conclude that the
missing number (in the center) is equal to the multiplication of numbers 3
& 5 (on both sides). Hence missing number is equal to 15
Answer = 15
Question: Find the value of Chicken in math question:
We replace chick with C, & solve to get its value.
C / (C+2) = 4 / 5
5C = 4 x (C + 2)
5C = 4C + 8
5C – 4C = 8
C = 8
Hence Chick = 8
Solve tricky math problem using PEMDAS – cat version:
- 2 shoe + 2 shoe + 2 shoe = 30 ---- (1)
- 2 shoe + (cat + whistle) + (cat + whistle) = 20 ---- (2)
- (Cat + whistle) + 2 whistle + 2 whistle = 13 ---- (3)
- 2 shoe + cat x whistle = ? ---- (4)
Tricky part of this problem is
that cat is wearing a whistle in equations 2 & 3 but it has no whistle in
equation 4.
Solving first equation:
6 shoe = 30
Shoe = 30 / 6
Shoe = 5
Solving second equation:
2 shoe + (cat + whistle) + (cat +
whistle) = 20
Using value of shoe, we get:
2 (5) + 2 (cat + whistle) = 20
10 + 2 (cat + whistle) = 20
2 (cat + whistle) = 10
Cat + whistle = 5 ---- (5)
Solving third equation:
(Cat + whistle) + 4 whistle = 13
Using value of cat, we get:
5 + 4whistle = 13
4Whistle = 13 - 5
4Whistle = 8
Whistle = 2
Equation 5:
Cat + whistle = 5
Using value of whistle, we get:
Cat + 2 = 5
Cat = 3
Now solving the final equation:
2 shoe + cat x whistle = Unknown
Using values of shoe, cat &
whistle, we get:
2 (5) + 3 x 2 = Unknown
Multiplication must be solved
before addition, based on PEMDAS rule:
10 + 6 = Unknown
16 = Unknown
Answer = 16
Find missing number in math puzzle - cars version:
We have 3 cars: Blue Car, Green Car & Red Car
First equation:
Blue Car + Blue Car + Blue Car = 18
3 Blue Car = 18
Blue Car = 18 / 3
Blue Car = 6
Second equation:
Red Car + Red Car + Red Car = 9
3 Red Car = 9
Red Car = 9 / 3
Red Car = 3
Third equation:
Green Car x Green Car – Green Car = 6
Green Car^2 – Green Car = 6
Use Green Car = 3 & solve above equation:
3^2 – 3 = 6
9 – 3 = 6
6 = 6
It satisfies above equation so Green Car = 3
Last equation:
Blue Car x Red Car – Green Car = ?
Use values of Blue Car, Red Car & Green Car in above
equation:
= 6 x 3 – 3
= 18 – 3
= 15
Answer = 15
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