Using Pythagoras' theorem it is 26 feet
The language of the question is too ambiguous. In mathematics, we use precise language to avoid this problem. point a is 40 metres from the base of building B the angle of elevation to the top of building C is 51 degree and to the top of the flagpole D on top of building is 56 dedree
66
CAT6a
x2 = 1.22+ 32 x2 = 1.44+ 9 x2 = 10.44 x = √10.44 x = 3.23m This is the answer.
21
shoes
To install a flagpole properly, first choose a suitable location with enough space and clear of any obstacles. Dig a hole that is deep enough and wide enough for the flagpole base. Place the flagpole in the hole and secure it with concrete or a sleeve. Make sure the flagpole is straight and level before filling the hole. Finally, attach the flag to the flagpole according to the manufacturer's instructions.
To anchor a shed to concrete, you can use anchor bolts or concrete screws. Drill holes into the concrete, insert the anchor bolts or screws, and tighten them securely to the shed's base. This will help secure the shed in place and prevent it from shifting or being blown away by strong winds.
40
Assuming that the Anchor base and the antenna base are at the same elevation, then you can solve for a simple right triangle. a^2 + b^2 =c^2 Solving this gives 100.5 feet... plus whatever is required for the end wraps and cable clamping.
Assuming that the Anchor base and the antenna base are at the same elevation, then you can solve for a simple right triangle. a^2 + b^2 =c^2 Solving this gives 100.5 feet... plus whatever is required for the end wraps and cable clamping.
An anchor windlass, or a very large capstan with a catspaw at the base.
This shape is a right triangle, who's equation is: c2=a2+b2 In this example, c is decribed by the 50ft cable and either a or b is described by the 15 ft anchor point. So the equation becomes: 502=152+b2. Solve for b, you get sqrt(2275) which is approx 47.7 ft
It depends on the relative height of the flagpole. If it's short, like a flag mast on a boat or building, probably feet and inches would do. If it's very tall, like the flagpole on top of a building or monument, yards and feet might be more appropriate.
square the base frame and make sure base pieces are laid straight
A triangular plate on an anchor is a piece that helps the anchor stay securely in the ground by providing additional surface area for it to grip onto. This plate is usually positioned at the base of the anchor to prevent it from becoming lodged in the seabed.
The language of the question is too ambiguous. In mathematics, we use precise language to avoid this problem. point a is 40 metres from the base of building B the angle of elevation to the top of building C is 51 degree and to the top of the flagpole D on top of building is 56 dedree