Mathematics
Square root spiral
Practice questions
Which option is logical for finding the next hypotenuse from \(\sqrt{72}\) in a square root spiral?In a square root spiral, which hypotenuse is formed after \(\sqrt{2600}\), and what is its exact value?Which statement is correct when comparing the hypotenuse formed after (\sqrt{15}) and (\sqrt{17}) in a square root spiral?What is the correct interval for (\sqrt{3480}) in a square root spiral?If a (1) unit perpendicular is drawn on hypotenuse \(\sqrt{3024}\) in a square root spiral, what will be the new hypotenuse and its exact value?Which statement about the number-line positions of \(\sqrt{2207}\) and \(\sqrt{2209}\) in a square root spiral is correct?If an (8) unit perpendicular is drawn on (\sqrt{n}) in the usual square root spiral setup, what form will the formed hypotenuse have?In a square root spiral, if the new hypotenuse is (\sqrt{4096}), which hypotenuse was immediately before it?In a square root spiral, what is the exact value of \(\sqrt{4096}\), and what is the form of the next hypotenuse?In a square root spiral, which hypotenuse comes just before reaching \(\sqrt{3600}\), and what is the value of \(\sqrt{3600}\)?While representing \(\sqrt{70}\) on the number line using a square root spiral, Neelam places it between 8 and 9. What is the correct evaluation of her conclusion?If the new hypotenuse in a square root spiral is equal to (40), which hypotenuse came immediately before it?Before placing \(\sqrt{2023}\) on the number line, which interval will be correctly identified?If a student writes (\sqrt{98}+1=\sqrt{99}) to find the next hypotenuse, what is the correct correction?If a (7) unit perpendicular is used instead of (1) unit in the usual square root spiral, what will be the hypotenuse formed from \(\sqrt{n}\)?In a square root spiral, drawing a (1) unit perpendicular on \(\sqrt{1224}\) gives which new hypotenuse and where is it located?Which statement about the number-line positions of \(\sqrt{528}\) and \(\sqrt{530}\) in a square root spiral is correct?What will be the exact value of the hypotenuse formed after \(\sqrt{1520}\) in a square root spiral?If the (k)-th hypotenuse is considered (\sqrt{k}), which hypotenuse is (\sqrt{144}), and what is its value?To construct \(\sqrt{390}\) in a square root spiral, which previous hypotenuse and new perpendicular are correct?