feet longer than the height of the pole, what is the height of the pole?
Answer:
Height of pole =108 feet
Step-by-step explanation:
Let height of the pole be= AB= feet
Distance from bottom of the pole to anchor point =BC= feet
Length of wire =AC= feet
Applying Pythagorean theorem.
In the given
Plugging in values of each.
Expanding the binomials using identities.
Combining like terms.
Subtracting from both sides.
Subtracting from both sides.
We get the quadratic equation to solve.
Solving quadratic using formula:
Plugging in values.
and
and
and
Since distance from pole to anchor point is 63 feet less than the height of pole, thus the height of the pole has to be =108 feet
B:The base is 5 units and the height is 7 units
C:The base is 5 units and the height is 9 units
D:The base is 9 units and the height is 3 units.
To find the area of a rectangle you need to multiply the base and the height of the rectangle. In this case, for A it's 36 square units, for B it's 35 square units, for C it's 45 square units and for D it's 27 square units.
The question is asking to find the area of a rectangle for four different measurements. In Mathematics, the area of a rectangle is calculated by multiplying the base and the height. So for A the area is 4 units * 9 units = 36 square units, for B the area is 5 units * 7 units = 35 square units, for C the area is 5 units * 9 units = 45 square units, and for D the area is 9 units * 3 units = 27 square units.
#SPJ3
6/13 + 1/8 = 48/104 + 13/104 = 61/104
1/2 = 52/104
52<61 => 52/104 < 61/104