Aguerrero
Aguerrero
24-12-2016
Mathematics
contestada
Need help solving for X
Respuesta :
sciguy101
sciguy101
24-12-2016
You can find the complementary angle for 28° first, which is 90°-28°=62°. Since this is a right triangle, you can then use trigonometry to find x (the hypotenuse). You have the angle and the adjacent side, so plug and play:
cos 62° = 350 / x
x = 350 / cos 62°
x = 745.5 ft
Answer Link
SJ2006
SJ2006
24-12-2016
Here, opposite angle of hypotenuse will be 28.
As we can round-off to nearest value, we can consider it for 30.
Now, sin 30 = P / H
1/2 = 350 / H
H = 350 * 2
H = 700 feet
So, your final answer is 700 Feet
Hope this helps!
Answer Link
VER TODAS LAS RESPUESTAS ( 94+ )
Otras preguntas
if a researcher activates information in participants' minds and the activation helps participants remember new information more efficiently later, we would say
Which of these functions have a domain of all real numbers? O A. functions f, g, and h О в. function f only O C. functions f and g only O D. functions g and h
using the following assumptions, what was the change in cash from financing? starting cash was $10,000, increase in inventory by $5,000, increase in accounts pa
Sorrel has 54 beads, and 16 of them are red. Of the remaining beads, half are yellow and half are green. How many yellow beads does she have? 16 beads 19 beads
how was the greek religion an essential part of greek society
PLEASE HELP WITH THIS QUESTION This contract is an example of (1) mercantilism (2) indentured servitude (3) early colonial democracy (4) salutary neglect
Using the attached FAKE/ MADE UP corporate tax return, create a Trial Balance in Excel. It should have a Tax Balance column, a column for adjusting entries (wit
a convenience store clerk was stabbed during a robbery attempt. he is semiconscious with shallow breathing and weak radial pulses. during the rapid assessment,
Sydney is making bracelets, 3 bracelets require 21 beads. The number of braclets varies directly with the number of beads. Write an equation in the form of y =
Beginning with the function f(x) = x² 4, write a new function that vertically reflects and translates this function two units right. -
