Find the length of the unknown side. Round your answer to the nearest whole number. Image of a right triangle with legs labeled 7 meters each. The hypotenuse is unknown. 7 meters 9 meters 10 meters 12 meters
im not sure but either the 2nd or 4th wrong
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|dw:1644254404189:dw| \( \color{lightgreen}{c^2} = \color{lightseagreen}{a^2} + \color{lightsteelblue}{b^2} \) \( \color{lightgreen}{c^2} = \color{lightseagreen}{7^2} + \color{lightsteelblue}{7^2} \) \( \color{lightgreen}{c^2} = \color{lightseagreen}{49} + \color{lightsteelblue}{49} \) \( \color{lightgreen}{c^2} = 98 \) \( \color{lightgreen}{c} = \pm \sqrt{98} \) ( we exclude -98 as a solution since a negative number cannot be a triangle side..) therefore \( \color{lightgreen}{c} = \sqrt{98}=\sqrt{2\times \:7\times\:7} = \sqrt{2\times\:7^2}=\boxed{7\sqrt{2}}\) you could use a calculator to solve it and then find the answer
weird the image didn't want to lead |dw:1644255199768:dw|
can u tell me the answer
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