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Tanishk Singh Rawat
Subject: Math
, asked on 28/10/17
can i get the solution?
Q22. In the given figure, a || b and c, d, e are transversals. If
$\angle $
MPN =
$\angle $
OPN and 3
$\angle $
OMP =
$\angle $
POM,
then the value of (2y + x – z) is
(1) 360°
(2) 290°
(3) 260°
(4) 310°
Answer
1
Ankit Debroy
Subject: Math
, asked on 22/10/17
Answer this with process
22.
$22.Inthegivenfigure,a\parallel bandc,d,earetransversals.If\angle MPN=\angle OPNand3\angle OMP=\angle POM,\phantom{\rule{0ex}{0ex}}thenthevalueof(2y+x-z)is\phantom{\rule{0ex}{0ex}}1.360\xb0\phantom{\rule{0ex}{0ex}}2.290\xb0\phantom{\rule{0ex}{0ex}}3.260\xb0\phantom{\rule{0ex}{0ex}}4.310\xb0$
Answer this with process
Answer
1
Manya Kumar
Subject: Math
, asked on 9/10/17
Q.16. Ray OC bisects
$\angle AOB$
. Prove that
$\angle COD=\raisebox{1ex}{$1$}\!\left/ \!\raisebox{-1ex}{$2$}\right.\left(\angle BOD-\angle AOD\right)$
.
Answer
2
Shreyas
Subject: Math
, asked on 8/10/17
AB||CD||EF find the value (y+x):(y-x)
Answer
1
Varsha Tiwari
Subject: Math
, asked on 7/10/17
13. Two angles of a triangle are equal and third angle is greater than each of these angles by 30 . Find all the angles of the triangle.
Answer
4
Allan W
Subject: Math
, asked on 6/10/17
[x-40],[x-20] and [x+2-10] ARE THE ANGLES OF A TRIANGLE FIND THE ANGLES AND THE VALUE OF X
Answer
3
Varsha Tiwari
Subject: Math
, asked on 5/10/17
3. If the measure of an angle is thrice the measure of its supplementary angle, then find the measure of angle.
Answer
1
Jiyash
Subject: Math
, asked on 5/10/17
prove that in a equilateral triangle A,B,C the angles are X,Y,Z, respectively prove that X+Y+Z=180
Answer
1
Palak Sureka
Subject: Math
, asked on 2/10/17
pls answer
Q.1. In the given figure, AB = AC. D is a point on AC and E on AB such that AD = ED = EC = BC. Prove that
$\angle $
A :
$\angle $
B = 1 : 3.
Answer
1
Prateek Sharma
Subject: Math
, asked on 1/10/17
Q the base(unequal side) of an isosceles triangle triangle is 4cm and its perimeter is 20cm.find its area.
Answer
2
Mihika .
Subject: Math
, asked on 30/9/17
experts,Please answer 17th question.please do not send any links or any similar question.i need urgently.thank you
Q.17. A triangle and a parallelogram have the same base and the same area. If the sides of the triangle are 126 cm, 120 cm and 130 cm and the parallelogram stands on the base 120 cm. Find the corresponding height of the parallelogram.
Answer
1
Palak Sureka
Subject: Math
, asked on 30/9/17
pls answer:
Q1. In the given figure, AB=AC. D is a point on AC and E on AB such that AD=ED=EC=BC. Prove that
$\angle $
A:
$\angle $
B=1:3
Q2. In the figure, Bisectors of
$\angle $
B and
$\angle $
D of quadrilateral ABCD meet CD and AB produced at P and Q resp. Prove
$\angle $
BPC+
$\angle $
BQB=
$\frac{1}{2}$
(
$\angle $
ABC+
$\angle $
ADC).
In the figure, Bisector of
$\angle $
B and
$\angle $
D of quadrilateral ABCD meet CD and A B produced at P and Q resp. Prove
$\angle $
BPC +
$\angle $
BQD=
$\frac{1}{2}$
(
$\angle $
ABC+
$\angle $
ADC).
Answer
1
Mihika .
Subject: Math
, asked on 29/9/17
Expert, i am not understanding which figure are you talking about as you have written there please just can you check weather is that correct or not if not please give the correct answer
Answer
3
Mihika .
Subject: Math
, asked on 24/9/17
Please answer 27th qustion and please answer to this particular question
Answer
1
Mihika .
Subject: Math
, asked on 24/9/17
Please answer 25th qustion and please answer to this particular question
Answer
1
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Q22. In the given figure, a || b and c, d, e are transversals. If $\angle $MPN = $\angle $OPN and 3 $\angle $OMP = $\angle $

POM,then the value of (2y + x – z) is(1) 360°

(2) 290°

(3) 260°

(4) 310°

22.

Answer this with process

Q.1. In the given figure, AB = AC. D is a point on AC and E on AB such that AD = ED = EC = BC. Prove that $\angle $A : $\angle $B = 1 : 3.

Q.17. A triangle and a parallelogram have the same base and the same area. If the sides of the triangle are 126 cm, 120 cm and 130 cm and the parallelogram stands on the base 120 cm. Find the corresponding height of the parallelogram.

Q1. In the given figure, AB=AC. D is a point on AC and E on AB such that AD=ED=EC=BC. Prove that $\angle $A:$\angle $B=1:3

Q2. In the figure, Bisectors of $\angle $B and $\angle $D of quadrilateral ABCD meet CD and AB produced at P and Q resp. Prove $\angle $BPC+$\angle $BQB=$\frac{1}{2}$($\angle $ABC+$\angle $ADC).

In the figure, Bisector of $\angle $B and $\angle $D of quadrilateral ABCD meet CD and A B produced at P and Q resp. Prove $\angle $BPC +$\angle $BQD=$\frac{1}{2}$($\angle $ABC+$\angle $ADC).