x,x+2,x+6 are consecutive terms of a G.P then x=?
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x=2
is it right please tell me
is it right please tell me
gouravmahore:
if x,x+2,x+6 in GP then
if x,x+2,x+6 in GP then
if x, x+2,x+6 in GP then. ( x+2)/x=(x+6)/(x+2) and then by cross multiple (x+2) square=x(x+6) and then. xsquare + 4x + 4 =xsquare+ 6x and then 2x=4 and now x=2
if x,x+2,x+6 in GP then
if x,x+2,x+6 in GP then
if x, x+2,x+6 in GP then. ( x+2)/x=(x+6)/(x+2) and then by cross multiple (x+2) square=x(x+6) and then. xsquare + 4x + 4 =xsquare+ 6x and then 2x=4 and now x=2
if x, x+2,x+6 in GP then. ( x+2)/x=(x+6)/(x+2) and then by cross multiple (x+2) square=x(x+6) and then. xsquare + 4x + 4 =xsquare+ 6x and then 2x=4 and now x=2
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Answer:
if x, x+2,x+6 in GP then. ( x+2)/x=(x+6)/(x+2) and then by cross multiple (x+2) square=x(x+6) and then. xsquare + 4x + 4 =xsquare+ 6x and then 2x=4 and now x=2
gouravmahore
if x, x+2,x+6 in GP then. ( tep-by-step explanation:
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