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tomoetoes6910
26.01.2021 •
Mathematics
X, y and mans shadow length?
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Ответ:
x = 9.6 meters
y = 20.98 meters
Shadow length = 11.38 meters
Step-by-step explanation:
By applying tangent rule in right triangle ABD,
tan(21)° =![\frac{\text{Opposite side}}{\text{Adjacent side}}](/tpl/images/1065/8347/10612.png)
tan(21) =![\frac{x}{25}](/tpl/images/1065/8347/9795e.png)
x = 25(tan 21)
x = 9.5966
x ≈ 9.60 meters
Similarly, by applying tangent rule in ΔABC,
tan(40)° =![\frac{\text{Opposite side}}{\text{Adjacent side}}](/tpl/images/1065/8347/10612.png)
tan(40)° =![\frac{BC}{AB}](/tpl/images/1065/8347/02b7d.png)
tan(40)° =![\frac{y}{25}](/tpl/images/1065/8347/b5e97.png)
y = 25(tan 40°)
y = 20.98 meters
Length of the shadow of the man = y - x
= 20.98 - 9.60
= 11.38 meters
Ответ:
8x+5=77
8x=72
X=9
Angle ABD
3(9)+22
27+22=49
Angle DBC
5(9)-17
45-17=28