In the figure below ( not to scale) `bar(CD)||bar(RS) /_EMG=90^(@),/_GMD= gamma^(@),/_CME= x^(@) ` and `gamma^(@)=(x^(@))/(2)`. `/_ FNS : /_FNR `is

In the figure below (not to scale) , bar(PQ)||bar(TS) , reflex /_ QRS=300^(@) and x-y =30^(@) . The measure of y will be

In the figure below ( not to scale), ABC is a straight line. If /_ FBE =60^(@), /_ CBG =120^(@), /_ ABG = x^(@), /_ ABF= gamm^(@) and /_ CBE = z^(@) = 2 gamma^(@) , then ( x^(@)+z^(@)) : gamma^(@) is

In the figure above ( not to scale), bar(PF) ||bar(BE) and bar(AB)||bar(CD) . If /_FDC=130^(@) and /_ACD=20^(@) , find /_ACB and /_ ABC

In the figure below, bar(AB)||bar(FC),bar(AE)||bar(BC) and bar(AF)||bar(BD) . If /_ F=x^(@),/_C = gamma^(@),/_EAB= k^(@) and /_ABD =p^(@) , then which of the following options is correct ? ltimg src="https://d10lpgp6xz60nq.cloudfront.net/physics_images/PS_MATH_VIII_C16_E05_004_Q01.png" width="80%"gt

In the given figure (not to scale), bar(AB)||bar(QP)||bar(SD)| and also bar(QR)| |bar(DP) . Find x

In the following figure (not to scale), bar(AB) || bar(CD) . If angleBAE=25^(@) and angleDCE=30^(@) , then find angleAEC .

In the figure below (not to scale), bar(MR )_|_ bar(MP), bar(MQ) _|_ bar(MN) , and bar(MS) is bisector of /_ RMQ . If /_ PMN=50^(@) , then find the measure of /_ RMS .

Find the value of angle ‘x’ in the figure. bar(AB)||bar(CD)

In the above figure (not to scale ), bar(GF)||bar(BD),bar(B)||bar(PQ) and bar(AC)||bar(PR) If /_ x =40^(@) and /_ y= 110^(@) , then find /_ QPR .