For x3 is a cube while x is a line and clearly it makes no sense to add a three dimensional object to a one dimensional object. Viète therefore looked for solutions of equations such as A3 + B2A = B2Z where, using his convention, A was unknown and B and Z were knowns.
Para sa x 3 ay isang kubo habang x ay isang linya at malinaw na ito ay hindi gumagawa ng mga kahulugan upang magdagdag ng isang tatlong dimensional object sa isang dimensional object. Viète kaya naghanap ng mga solusyon ng equation tulad ng isang 3 + B 2 A = B 2 Z na kung saan, gamit ang kanyang kapulungan, A ay hindi kilala at B at Z ay knowns.