Question

The two sides of a right angled triangle are 2.4 m and 1000 cm. Find the length of its Hypotenuse​

Answer 1

Answer:

2600 cm

Step-by-step explanation:

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Answer 2

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The two sides of a right angled triangle are 2.4 m and 1000 cm. Find the length of its Hypotenuse.

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||__To find the length of hypotenuse__||

By Pythagoras Theorum↷

• Which states that AC² = AB² + BC²
• Where AC is the Hypotenuse and AB, BC are the two legs or the sides of a 'Right-Angled Triangle.

So, Calculating by the theorum↷

• But first we need to convert 1000cm into m

Conversion↷

⇾1m = 100cm

⇾100cm = 1m

⇾1000cm = 10m

Now,

The given two sides of the triangle = 2.4m and 10m

Calculating After Putting The Values↷

$⇾\mathtt{\fbox{AC² = 2.4² + 10² }} \\ ⇾\mathtt{\fbox{AC² = 5.76 + 100 }} \\ ⇾\mathtt{\fbox{AC² = 105.76 }} \\ ⇾\mathtt{\fbox{AC√ = 105.76 }} \\ ⇾\mathtt{\fbox{AC = 2,444m }} </p><p>$

${\huge{\boxed{\tt{\color {pink}{⛤Final\: Answer:-}}}}}$

∴ Therefore, The length of Hypotenuse (AC) ⇾2,444m