[tex] \sf\underbrace {\colorbox{black}{\huge {\pink{Questions:-}}} }[/tex]
A person observes the angle of elevation of the peak of a hill from a station to be[tex] \alpha [/tex]. He walks c metres along a slope inclined at the angle [tex] \beta [/tex]
and finds the angle of elevation of the peak of the hill to be [tex] \gamma [/tex]. Show that the height of the peak above the ground is [tex] \frac{c \sin \alpha \sin( \gamma - \beta )}{ \sin( \gamma - \beta ) }[/tex]
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★Proper Explanation
A person observes the angle of elevation of the peak of a hill from a station to be[tex] \alpha [/tex]. He walks c metres along a slope inclined at the angle [tex] \beta [/tex]
and finds the angle of elevation of the peak of the hill to be [tex] \gamma [/tex]. Show that the height of the peak above the ground is [tex] \frac{c \sin \alpha \sin( \gamma - \beta )}{ \sin( \gamma - \beta ) }[/tex]
★ No Google plzz
★Proper Explanation
Answers & Comments
Answer:
As per the sin theta formula, sin of an angle θ, in a right-angled triangle is equal to the ratio of opposite side and hypotenuse. The sine function is one of the important trigonometric functions apart from cos and tan
Step-by-step explanation:
thnx... for answering....u helped me.....!!:)
Answer:
as per the sin tetha formula ,as per an angle 0 in right angled triangle is equal to the ratio of opposite side and hypotenuse.
hey...
how ru.
hope its help u