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Kristi
Subject: Math
, asked on 17/10/17
A transversal cuts two parallel lines at A and B. The two interior angles at A ate bisected and so are the two interior angles at B; the four bisectors form a quadrilateral ACBD. Prove that
1) ACBD is a rectangle
2) CD is parallel to the original parallel lines.
Answer
4
Omm Prasad
Subject: Math
, asked on 6/1/18
4. In the alongside figure, ABCD is a parallelogram in which AP bisects angle A and BQ bisects angle B. Prove that:-
1. AQ = BP
2. PQ = CD
3. ABPQ is a parallelogram
Answer
2
Saumya Bhagat
Subject: Math
, asked on 16/11/18
HJKL is a Square HO =HX prove angle HOX =3Angle XOJ
Answer
4
Khushboo
Subject: Math
, asked on 5/9/17
Answer the whole 17the question."DON'T SEND STHE SIMILAR QUERIES.KINDLY PERFORM THE STEP BY STEP AND APPROPRIATE ANSWER".
Answer
6
Mahesh Goswami
Subject: Math
, asked on 24/10/18
In the given figure ABCD is a parallelogram prove that AB=2BC
Answer
1
Medha P Kalyan
Subject: Math
, asked on 30/6/18
please answer it
Answer
1
Khushboo
Subject: Math
, asked on 5/9/17
Q. In figure given below, ABCD is a rectangle and diagonals intersect at O. AC is produced to E. If
$\angle $
ECD = 146
$\xb0$
, find the angles of triangle AOB.
Answer
2
Om Khatri
Subject: Math
, asked on 6/8/18
Please help sum 12(ii)
Answer
1
Khushboo
Subject: Math
, asked on 18/8/17
Answer the 12th question."DON'T SEND THE SIMILAR QUERY,KINDLY PERFORM THE CORRECT AND STEP BY STEP CALCULATION".
Answer
2
Khushboo
Subject: Math
, asked on 18/8/17
Answer the 10th question."PLEASE DON'T SEND THE SIMILAR QUERY.KINDLY PERFORM THE CALCULATION STEP BY STEP"
Answer
2
Khushboo
Subject: Math
, asked on 17/8/17
Answer the 31st question.DON'T SEND THE SIMILAR QUERY,KINDLY PERFORM THE CORRECT AND STEP BY STEP CALCULATION".
Answer
1
Sanjani
Subject: Math
, asked on 30/8/18
two alternate sides of a regular polygon,when produced,meet at 120 degree,find a)each exterior angle of the polygon,b)the number of sides of the polygon
Answer
1
Om Khatri
Subject: Math
, asked on 6/8/18
Please help sum11 (iii)
Answer
2
J S
Subject: Math
, asked on 18/10/17
pls solve all or snd links
Q.7. (a) In figure (1) given below, equilateral triangle EBC surmounts square ABCD. Find angle BED represented by x.
(b) In figure (2) given below, ABCD is a rectangle and diagonals intersect at O. AC is produced to E. If
$\angle $
ECD = 146
$\xb0$
, find the angles of the
$\u25b3$
AOB.
(c) In figure (3) given below, ABCD is a rhombus and diagonals intersect at O. If
$\angle $
OAB :
$\angle $
OBA = 3 : 2, find the angles of the
$\u25b3$
AOD.
Answer
1
Prince
Subject: Math
, asked on 29/12/17
Q.22 (b) In the figure (2) given below , ABCD is a parallelogram, ADEF and AGHB are two squares . Prove that FG = AC
Answer
0
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What are you looking for?

1) ACBD is a rectangle

2) CD is parallel to the original parallel lines.

1. AQ = BP

2. PQ = CD

3. ABPQ is a parallelogram

Q. In figure given below, ABCD is a rectangle and diagonals intersect at O. AC is produced to E. If $\angle $ECD = 146$\xb0$, find the angles of triangle AOB.

Q.7. (a) In figure (1) given below, equilateral triangle EBC surmounts square ABCD. Find angle BED represented by x.

(b) In figure (2) given below, ABCD is a rectangle and diagonals intersect at O. AC is produced to E. If $\angle $ ECD = 146$\xb0$, find the angles of the $\u25b3$AOB.

(c) In figure (3) given below, ABCD is a rhombus and diagonals intersect at O. If $\angle $OAB : $\angle $OBA = 3 : 2, find the angles of the $\u25b3$AOD.