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What are the steps to prove two triangles that they have similarities to each other?

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There are the following steps to prove that two triangles are similar:- 1. AAA Test (angle angle angle): All three pairs of corresponding angles are the same. 2. SSS Test (side side side): All three pairs of corresponding sides are in the same proportion. 3. SAS Test (side angle side): Two pairs of sides...
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There are the following steps to prove that two triangles are similar:- 1. AAA Test (angle angle angle): All three pairs of corresponding angles are the same. 2. SSS Test (side side side): All three pairs of corresponding sides are in the same proportion. 3. SAS Test (side angle side): Two pairs of sides are in the same proportion and the angle between them is equal.

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friendly teacher

1. Using the Angle-Angle Theorem. 2. Using the Side-Angle-Side Theorem. 3. Using the Side-Side-Side Theorem. 4. Writing a Proof.
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Math Mentor

1. Corresponding angles are equal. 2. Corresponding sides are in equal ratio.
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If you can prove one of the following properties then you can say two triangles are similar. Those properties are:- 1. Side - Angle - Side, 2. Side - Side - Side, 3. Angle - Angle - Angle.
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Ratio of sides of two triangle should be equal. For example:- 1st triangle has 3 side a,b,c and 2nd triangle with sides A, B, C than ratio of a/A = b/B =c/C.
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Math Magician

Check out the equal side and equal angle.
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Tutor

SSS, SAS, AAS, HL, ASA. Here A -Angle, S-Side, H-Hypotenuse, L-Leg.
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Mathematics Tutor

There are the following steps to prove that two triangles are similar:- 1. AAA Test (angle angle angle): All three pairs of corresponding angles are the same. 2. SSS Test (side side side): All three pairs of corresponding sides are in the same proportion. 3. SAS Test (side angle side): ...
read more
There are the following steps to prove that two triangles are similar:- 1. AAA Test (angle angle angle): All three pairs of corresponding angles are the same. 2. SSS Test (side side side): All three pairs of corresponding sides are in the same proportion. 3. SAS Test (side angle side): Two pairs of sides are in the same proportion and the angle between them is equal. read less
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Mentor

Two Methods:- A] Prove all angles are same for two triangles. B] Prove Ratio of sides of two triangles is same.
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Divide 20 into 4 parts which are in A.P. and such that the product of first and fourth is to product of the second and third in ratio 2:3
Let the four terms of the AP = a -3d, a - d, a+d and a +3d. a -3d + a - d + a + d +a +3d = 20 4a = 20 a = 5 (a - 3d)(a +3d)/(a - d)(a + d) = 2/3 a2 - 9d2/a2 - d2 = 2/3 3(a2 - 9d2) = 2(a2 - d2) 3a2...
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If A:B = 4:5, B:C = 6:7 and C:D = 14:15, find A:D?
(B/C ) * (C/D)= (6/7) * (14/15) => B/D = 4/5 => (A/B)*(B/D)=(4/5)*(4/5) => A/D = 16/25.
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How much monthly fee for class 10 for 1 subject like Maths in Delhi or NCR?
The best way is to charge as per hour. 300/- per hour will be considered acceptable for parents and you.
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