a, b be the roots of x^2-10cx-11d=0 and those of x^2-10ax-11b=0 are c, d. If a≠b≠c≠d, find a+b+c+d.

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Find value of a+b+c+d if a,b are roots of x^2-10cx-11d=0; c,d are roots of x^2-10ax-11b=0. Find value of a+b+c+d if a,b are roots of x^2-10cx-11d=0; c,d are roots of x^2-10ax-11b=0.
If roots of x² - 10cx – 11d = 0 are a, b &of x² - 10ax – 11b = 0 are c,d, then find a+ b+ c+ d. If roots of x² - 10cx – 11d = 0 are a, b &of x² - 10ax – 11b = 0 are c,d, then find a+ b+ c+ d.
If roots of the equation x 2 −10cx−11d=0 are a, b and those of x 2 −10ax−11b=0 are c, d, then t If roots of the equation x 2 −10cx−11d=0 are a, b and those of x 2 −10ax−11b=0 are c, d, then t
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