<prompt> Fumana angle ho kgutlotharo o sebedisa trigonometry.AB5, BC7, AC9  <response>: Instruction in English: Find the angle in the triangle using trigonometry. . Response in English: We can use the Law of Cosines to find the angle in the triangle. Specifically, lets find the angle C between sides AB and AC. The Law of Cosines states that:cosC AB2 AC2 - BC2 2 AB ACSubstituting the values given in the input, we get:cosC 52 92 - 72 2 5 9Calculating this we get:cosC 0.4226To find angle C, take the inverse cosine arccos of the value calculated above:C arccos0.4226C 65.38 degrees.Therefore, the angle between sides AB and AC is approximately 65.38 degrees. . Response in Sesotho: Re ka sebelisa Molao oa Cosine ho fumana angle ho kgutlotharo. Haholo-holo, ha re fumane angle C lipakeng tsa mahlakore AB le AC. Molao oa Cosines o re: cosC AB2 AC2 - BC2 2 AB AC Ho fetola litekanyetso tse fanoeng ho kenya letsoho, re fumana: cosC 52 92 - 72 2 5 9 Ho bala sena re fumana: cosC 0.4226 Ho fumana angle C, nka cosine e fapaneng arccos ea boleng bo baloang ka holimo: C arccos0.4226 C likhato tse 65,38. Ka hona, angle pakeng tsa mahlakore AB le AC e ka ba likhato tse 65.38. 