An iron rod 5m long is placed against the wall in such a way that the

1.	An iron rod 5m long is placed against the wall in such a way that the foot of the rod is 3m away from the wall. Find how high the top of the iron rod reaches in the wall?
Answer» Answer: 4m Step-by-step EXPLANATION: To solve this question we must USE the Pythogorous theorem which STATES that- A^+B^=C^ Here 5m- the iron rod- is the HYPOTENUSE(the longest side of the right ANGLED triangle) See attachment for better understanding So,=> A^=3m C^=5m then, 3^+B^=5^ 9+B^=25 B^=25-9 B^=16 B= root of 16 B=4m PLEASE MARK AS BRAINLIEST HOPE YOU FIND IT USEFUL!! HAVE A GOOD DAY!!

An iron rod 5m long is placed against the wall in such a way that the foot of the rod is 3m away from the wall. Find how high the top of the iron rod reaches in the wall?

Answer»

Answer:

Step-by-step EXPLANATION:

To solve this question we must USE the Pythogorous theorem which STATES that- A^+B^=C^

Here 5m- the iron rod- is the HYPOTENUSE(the longest side of the right ANGLED triangle)

See attachment for better understanding

So,=> A^=3m

C^=5m

then, 3^+B^=5^

9+B^=25

B^=25-9

B^=16

B= root of 16

B=4m

PLEASE MARK AS BRAINLIEST

HOPE YOU FIND IT USEFUL!!

HAVE A GOOD DAY!!