Quantitative aptitude

If a³-b³= 208 and (a+b)²-ab= 4 then find the value of a²?

March 16, 2024

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If a³-b³= 208 and (a+b)²-ab= 4 then find the value of a²?

If a³-b³= 208 and (a+b)²-ab= 4 then find the value of a²?

a) (52-b)²

b) (52+b)²

c) (52-b)

d) (52+b)

Sol:

If a³-b³= 208 and (a+b)²-ab= 4 then find the value of a²?

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The centers of three circles of 1unit radius each lies on a straight line, AB, A is a point on the circumference of first circle

If a³-b³= 208 and (a+b)²-ab= 4 then find the value of a²?

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In the given figure. BE = FC and AB = EF also AB AD & EF BC, if AD = 3 units, and EF = 4 units

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