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Solve the SSA triangle. Indicate whether the given measurements result in no triangle, one triangle, or two triangles. Solve each resulting triangle. Round each answer to the nearest tenth. $\newline$$A=35^\circ \quad a=24 \quad b=19$$\newline$Select the correct choice below and, if necessary, fill in the answer box to complete your choice.$\newline$A. There is only one possible solution for the triangle.$\newline$The measurements for the remaining angles $\newline$$B$ and $\newline$$C$ and side $\newline$$c$ are as follows.$\newline$$B=\square^\circ$$\newline$$C=\square^\circ$$\newline$(Round to the nearest tenth as needed.)$\newline$$c=\square$$\newline$B. There are two possible solutions for the triangle.$\newline$The measurements for the solution with the longer side $\newline$$c$ are as follows.$\newline$$B_{1}=\square^\circ$$\newline$$C_{1}=\square^\circ$$\newline$$B$$0$$\newline$The measurements for the solution with the shorter side $\newline$$c$ are as follows.$\newline$$B$$2$$\newline$$B$$3$$\newline$(Round to the nearest tenth as needed.)$\newline$C. There are no possible solutions for the triangle.$\newline$View an example$\newline$Get more help -$\newline$Clear all