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If x=cy+bz,y=az+cx,z=bx+ay then prove that x2/1−a2=y2/1−b2=z2/1−c2 ।WBBSE Algebra question। (PD'S MATH CLASS) View |
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If `(bz + cy)/a = (cx +az)/b = (ay+bx)/c`, then prove that `x/(a(b^(2) + c^(2) - a^(2))) = y/( (Doubtnut) View |
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If `(ay-bx)/c = (cx - az)/b = (bz - cy)/a , (Doubtnut) View |
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if (x^2-yz)/(a^2-bc)=(y^2-zx)/(b^2-ca)=(z^2-xy)/(c^2-ab); then prove that x/a=y/b=z/c (Mathematics for Mankind- online class by DPM) View |
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If ` b/(a+b) = (a+c-b)/(b+c-a) = (a+b+c)/(2a+b+2c)( (Doubtnut) View |
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