Side AB of triangle ABC is 80 cm long, whose parameter is 170 cm. If angle ABC = 60 degrees, shortest side of triangle ABC measures
a) 40 cm
b) 36 cm
c) 17 cm
d) 14 cm
e) 11 cm
Sunday, January 27, 2008
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8 comments:
if u know the soln plz send it to me.
use Cosine rule at angle B.
cosB = (a^2+c^2-b^2/2ac)
where angleB=60, c=80, take a=x, and
b = 90-x.(since perimeter = 170.)
ans. will be 17.
b is the answer
deepak could u explain im weak in maths
iving ge on 8th jul
i couldn't
Given angle B = 60 degree.
side c = 80 cm.
Perimeter = 170 cm.
let other two sides are 'b' and 'c'.
then a+b+c = 170
=>a+b+80 = 170
=>a+b = 90
let a = x, then b = 90-x.
Applying Cosine rule on angle B.
Cos B=(c^2+a^2-b^2)/2ac
=>1/2=((6400+ x^2-(90-x)^2)/2.x.80)
=>80 x = 6400+90.(2x-90)
=>80 x = 180 x - 1700
=>100 x = 1700
=> x = 17.
there must be some other way to solve this problem as ur way of solving may take more time.
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