(i)
A
45°
2v2
459
C C
B
In the figure, ∆ABC=90°, ∆BAC = ∆BCA = 45°. If AC=2√2, then find AB.

Question

(i) A 45° 2v2 459 C C B In the figure, ∆ABC=90°, ∆BAC = ∆BCA = 45°. If AC=2√2, then find AB.​

Jade · Answer

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Serenity · Answer

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Madeline

a bag contains 3 reds 5 black balls is drawn at random from the back whats the probability that the drawn ball in not red

Robbie pays $4 when he buys a notebook and 2 pencils. Pennie pays $9.50 when she buys 3 notebooks and a pencil.
(a) Constru

2 thoughts on “(i)<br />A<br />45°<br />2v2<br />459<br />C C<br />B<br />In the figure, ∆ABC=90°, ∆BAC = ∆BCA = 45°. If AC=2√2, then find AB.”

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(i)A45°2v2459C CBIn the figure, ∆ABC=90°, ∆BAC = ∆BCA = 45°. If AC=2√2, then find AB.​

Madeline

a bag contains 3 reds 5 black balls is drawn at random from the back whats the probability that the drawn ball in not red​

Robbie pays $4 when he buys a notebook and 2 pencils. Pennie pays $9.50 when she buys 3 notebooks and a pencil. (a) Constru

2 thoughts on “(i)<br />A<br />45°<br />2v2<br />459<br />C C<br />B<br />In the figure, ∆ABC=90°, ∆BAC = ∆BCA = 45°. If AC=2√2, then find AB.​”