Question
ABCD is a kite with AD=AB
Angle A is 116 degrees
Angle B is 2x degrees
Angle D is (5x-147) degrees
Find the smallest angle of the kite
Angle A is 116 degrees
Angle B is 2x degrees
Angle D is (5x-147) degrees
Find the smallest angle of the kite
Answers
Kite ABCD with AD=AB means AC is the line of symmetry,
=> ∠B=∠D.
=> 2x=(5x-147)
Solve for x, and hence determine angles B & D.
Using ∠A+∠B+∠C+∠D=360°
Find ∠C and hence the smallest angle of the four.
=> ∠B=∠D.
=> 2x=(5x-147)
Solve for x, and hence determine angles B & D.
Using ∠A+∠B+∠C+∠D=360°
Find ∠C and hence the smallest angle of the four.
16 degrees
Dunno
find the size of the smallest angle of this kite
café sells cake and scones
Tuesday ratio of no cakes sold to the no of scone sold is 5:2
Tuesday café sold 80 scones
how many cakes sold on Tuesday?
Tuesday ratio of no cakes sold to the no of scone sold is 5:2
Tuesday café sold 80 scones
how many cakes sold on Tuesday?
48 because is 5x-147 = 2x, 147 = 3x. 147÷3 is 49, so 48 = x. 49 times 2 is 98 which is also 2x. 98+98+116 is 312. 360 - 312 is 48.
Thanks so much this was on my home work 😭
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