How far is the kicker from the right post, to the nearest yard is: 23 yards.
<h3>Distance</h3>
Using sine theorem
Let y represent the numbers of yards
Left triangle=3/sinx=14/sin∝
Right triangle=5/sinx=y/sin(180-∝°)
sin∝°=sin(180-∝°)
Hence,
3/5=14/y
y=5×14/3
y=23 yards
Therefore how far is the kicker from the right post, to the nearest yard is: 23 yards.
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Parallel lines have the same slope, so the new line will have the same slope as does the given line (which you have not yet given us!). If the given line has slope m = 5, then
y-2 = 5(x-[-8]), or y-2 = 5(x+8).
alternatively, y = 2 + 5x + 40, or y = 5x + 42
Please go back, find the slope of the given line, and re-do this problem, reflecting the value of the given slope.
Answer:
1/12 yards
Step-by-step explanation:
5×1/6 yards = 5/6 yards
5/6 yards - 3/4 yards = 10/12 yards - 9/12 yards
= 1/12 yards
It takes 45 seconds. the easiest way to do these is to use a graphic calculator and replace the variables with x and y, for example, this equation would become -5x^2+30x, and if you don't have access to a graphing calculator, you can always use desmos online.
Answer:
725 - 360 = 365
365 - 360 = 5
The acute angle is 5 degrees.
sin2θ = sin(2*5) = sin(10) = 0.1736
Step-by-step explanation:
