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How far up the wall is a 10 ft ladder if the base of the ladder is 3 ft away from the wall?

The ladder is 7 foot up the wall if the ladder if the ladder is 3 ft away from wall.


How far up the wall is a 13ft ladder if the base of the ladder is 8 feet away from the wall?

21


If a 6 meter ladder is against a wall forming a 25 degree angle how far away from the wall is the base of the ladder?

Use the cosine ratio: 5.437846722 meters


How far should the base of a ladder be from the wall?

The base of a ladder should be positioned one foot away from the wall for every four feet of ladder height. This means if the ladder reaches a height of 12 feet, the base should be 3 feet away from the wall. This ratio helps ensure stability and reduces the risk of the ladder tipping over. Always ensure the ladder is on a stable surface and secured properly before use.


How far up a wall will a 12m ladder reach If the foot of the ladder must be 4m from the base of the wall?

16


8 foot ladder how far from the wall should you place the base of the ladder?

It should be placed 2 ft from the wall


A painter is standing at the base of a ladder that is leaning against the side of a house. What angle do the ladder and the house form?

The angle formed between the ladder and the house is typically a right angle (90 degrees) if the ladder is resting against the wall of the house. This assumes that the base of the ladder is on the ground and the wall is vertical. If the ladder is leaning at an angle, the specific angle would depend on how far the base of the ladder is from the wall and its height against the wall.


A painter is painting a mural on a wall. He has a 20-foot ladder. He needs to work on a part of the wall that is 16 feet above the ground. How far from the base of the building should he place the foo?

Using Pythagoras' theorem the the foot of the ladder should be 12 feet away from the base of the building.


If a ladder that is 10ft long is 6ft from the base of a wall How far up the wall does the ladder reach?

We have a right angled triangle. Apply Pythagoras. l^(2) = b^(2) + h^(2) h^(2) = l^(2) - b^(2) Factor h^(2) = (l - b)(l + b) h^(2) = (10 - 6)(10 + 6) h&(2) = 4(16) h^(2) = 64 h = sqrt(64) h = 8 ft.


When A 12 foot extension ladder is placed against a wall To achieve the proper climbing angle approximately how far should the bottom of the ladder be from the base of the wall?

3 FEET


A 5 foot ladder is leaning against a 4 foot wall how far must the bottom of the ladder be from the base of the wall so that the top of the ladder rests on the top of the wall?

1 i think other people feel free to change this


A 15 metre long ladder is placed against a wall in such a way from the wall up to what height does the ladder reach the wall?

15 meters, or less, depending on the angle.