This math topic focuses on using the Pythagorean theorem to find the length of the hypotenuse in a right triangle when given the lengths of the other two sides (legs) as integers. Each problem presents an equation based on the theorem format \(a^2 + b^2 = c^2\), and students have multiple choice answers to determine the correct length (c) of the hypotenuse. These problems aim to strengthen understanding and application of the Pythagorean theorem within a foundational context of Pythagorean mathematics.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
morePractice:
Squares - Length of Hypotenuse (Integer)
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Find the value of 'c' in this equation
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Pythagorean Equation from Squares - Length of Hypotenuse (Integer) Worksheet
| Math worksheet on 'Pythagorean Equation from Squares - Length of Hypotenuse (Integer) (Level 2)'. Part of a broader unit on 'Pythagoras - Foundations' Learn online: app.mobius.academy/math/units/pythagoras_foundations/ |
1
| Find the value of 'c' in this equation |
a
| c = 10 |
b
| c = 13 |
c
| c = 17 |
d
| c = 12 |
e
| c = 15 |
f
| c = 60 |
2
| Find the value of 'c' in this equation |
a
| c = 13 |
b
| c = 10 |
c
| c = 60 |
d
| c = 17 |
e
| c = 11 |
f
| c = 16 |
3
| Find the value of 'c' in this equation |
a
| c = 17 |
b
| c = 23 |
c
| c = 11 |
d
| c = 20 |
e
| c = 22 |
f
| c = 19 |
4
| Find the value of 'c' in this equation |
a
| c = 48 |
b
| c = 5 |
c
| c = 7 |
d
| c = 11 |
e
| c = 10 |
f
| c = 13 |
5
| Find the value of 'c' in this equation |
a
| c = 6 |
b
| c = 12 |
c
| c = 7 |
d
| c = 10 |
e
| c = 11 |
f
| c = 8 |
6
| Find the value of 'c' in this equation |
a
| c = 6 |
b
| c = 3 |
c
| c = 1 |
d
| c = 2 |
e
| c = 5 |
f
| c = 7 |
7
| Find the value of 'c' in this equation |
a
| c = 4 |
b
| c = 2 |
c
| c = 8 |
d
| c = 5 |
e
| c = 3 |
f
| c = 7 |