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Find the maximum value of x^2 + y^2 which satisfy the equation x^2 + y^2 - 10x - 4y - 20 = 0
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have you tried lagrange multiplers
never study with lagrange yet :( can we solve with other method ?
@ganeshie8. i cant understand what the pic means ?
here the choices answer : a. 78 + 14 sqrt(29) b. 76 + 14 sqrt(29) c. 76 + 14 sqrt(26) d. 74 + 14 sqrt(29) e. 72 + 14 sqrt(26) which one the correct option and also the steps to get it
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maybe we should factor the second equation into an equation of circle with shifted origin, solve for y, and substitute in the func. which needs maximizing
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