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bookerman123
12.08.2020 •
Mathematics
In a triangle ABC two points D,E are taken on BC so that angle BAD=angle DAE=angleCAE. Determine AE if AB=5,BC=10 angle BAC=90. PLEASE HELP I NEED HELP WITHIN TEN MINS PLEASE
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Ответ:
AE = 7.5
Step-by-step explanation:
Since <BAC =
, then;
<BAD = <DAE = <CAE =
(complementary angles)
From ΔABC, applying the Pythagoras theorem to determine the length of side AC;
100 =
+ 25
AC =![\sqrt{75}](/tpl/images/0719/1785/8e7b0.png)
Applying trigonometric function to ΔCAE,
Cos
= ![\frac{AE}{\sqrt{75} }](/tpl/images/0719/1785/329bd.png)
AE =
× Cos ![30^{0}](/tpl/images/0719/1785/0942a.png)
= 7.5
Therefore, AE = 7.5
Ответ:
(–2, –2) then -2 <2(-2)+3 -2 < -1 TRUE
(–1, 1) then 1 <2(-1) +3 1 < 1 FALSE
(0, 1) then 1 <2(0) + 3 1 < 3 TRUE
(2, 5) then 5 <2(2)+3 5< 7 TRUE
answer
(–2, –2)
(0, 1)
(2, 5)