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Yash Srivastava
Subject: Math
, asked on 21/2/18
Plz answer
Answer
4
Dhriti
Subject: Math
, asked on 12/2/18
Q.4. In the figure, for what value of x is
${l}_{1}\parallel {l}_{2}$
?
Answer
2
Arish Husain
Subject: Math
, asked on 10/2/18
Solve it quickly
Q.15. In the given figure. prove that:
$\angle ADC=\angle A+\angle B+\angle C$
.
Answer
1
Tushar Kaushik
Subject: Math
, asked on 9/2/18
Is my answer is write.
Answer
2
Talib Kausar Faridy
Subject: Math
, asked on 8/2/18
Solve question no 29
29. ABCD is a Parallelogram .E and F are the mid points of the sides AB and CD respectively as shown in fig. Prove that the line segment AF and CE trisect the diagonal BD
Answer
1
Aryan Jaggi
Subject: Math
, asked on 4/2/18
Q. Find the value of
$\angle $
ADC.
Answer
2
Aryan Jaggi
Subject: Math
, asked on 3/2/18
q n 29
Answer
1
Aryan Jaggi
Subject: Math
, asked on 3/2/18
30. If the arms of one angle are respectively parallel to the arms of another angle, then prove that the angles are either equal or supplementary.
Answer
1
Dhruv Malhotra
Subject: Math
, asked on 3/2/18
Solve this:
$\mathbf{6}\mathbf{.}\mathbf{}Inthegivenfigure,\angle x=\angle yand\angle a=\angle b.Provethatl\parallel n.$
Answer
1
Vaishnavi G
Subject: Math
, asked on 30/1/18
Answer with steps
Q.19. In Fig. 8.131, if
${l}_{1}\parallel {l}_{2}$
, what is x + y in terms of w and z?
Answer
2
S V
Subject: Math
, asked on 30/1/18
In a triangle ABC,if angle A+B=110 and angle B+C=132,then find angle A,B and C.
Answer
3
Talib Kausar Faridy
Subject: Math
, asked on 29/1/18
find the supplement angle of 4/3 of a right angle
Answer
1
Mohd Anas Khan
Subject: Math
, asked on 29/1/18
Q. In the figure given below , lines AB and CD are parallel and p is any point between the two lines prove that
$\angle DPB=\angle x+\angle y$
Answer
1
Rishika
Subject: Math
, asked on 28/1/18
In the given figure, AB is parallel to DC. If
$x=\frac{4}{3}y\mathrm{and}y=\frac{4}{3}z$
, find ∠BCD, ∠ABC and ∠BAD.
Answer
3
Shubham
Subject: Math
, asked on 24/1/18
Q. In the adjacent figure if x:y = 11:19. find
$\angle DCE$
.
Answer
1
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Q.15. In the given figure. prove that:

$\angle ADC=\angle A+\angle B+\angle C$.

29. ABCD is a Parallelogram .E and F are the mid points of the sides AB and CD respectively as shown in fig. Prove that the line segment AF and CE trisect the diagonal BD

$\mathbf{6}\mathbf{.}\mathbf{}Inthegivenfigure,\angle x=\angle yand\angle a=\angle b.Provethatl\parallel n.$

Q.19. In Fig. 8.131, if ${l}_{1}\parallel {l}_{2}$, what is x + y in terms of w and z?

Q. In the adjacent figure if x:y = 11:19. find $\angle DCE$.