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Subjects

Mathematics

Square root spiral

Practice questions

Which number can be constructed on the square root spiral but may be difficult to place exactly by direct measurement on the number line?If a perpendicular of (1) unit is drawn on the hypotenuse \(\sqrt{3}\), which number will the new hypotenuse represent?In the square root spiral, if (OP_k=\sqrt{k+1}), for which (k) will (\sqrt{21}) be obtained?If the first segment (OA) is mistakenly taken as (2) units and (AB=1), what will be the first hypotenuse?In a square root spiral, when a perpendicular segment of length 1 is added at the end of the previous hypotenuse at each step, which statement about the new hypotenuse is correct?In a square root spiral, on what basis is the direction of every new (1) unit segment decided?Which option gives the correct process to construct (\sqrt{8})?If (OP=\sqrt{m}) and the next hypotenuse is (OQ=\sqrt{m+1}), what is the length of (PQ)?Which relation is correct for consecutive steps of the square root spiral?Which property correctly describes the construction of each new right triangle in a square root spiral?In a square root spiral, (\sqrt{12}) is obtained from which numbered right triangle if the first triangle gives (\sqrt{2})?If the (10)th right triangle is constructed in a square root spiral, what will its hypotenuse represent?What is the difference between the squares of the hypotenuses (\sqrt{2}) and (\sqrt{3}) in the spiral?Which option shows the correct initial sequence of lengths in a square root spiral?How many new perpendicular segments of (1) unit are drawn to construct up to (\sqrt{27}), if (OA=1) is the initial segment?If (\sqrt{16}) is constructed on the spiral, what is its actual numerical value?At which step is a hypotenuse of length (3) units obtained for the first time?If (OP=\sqrt{30}) and (OQ=\sqrt{31}) are consecutive hypotenuses, what is (PQ) equal to?Which option shows an incorrect construction in a square root spiral?If a student obtains (\sqrt{18}) by drawing a parallel segment of (1) unit on (\sqrt{17}), what is the mistake?