<prompt> Fumana angle pakeng tsa matsoho a mabeli a oache ka 11:07.nan  <response>: Instruction in English: Find the angle between the two hands of a clock at 11:07. . Response in English: The angle between the two hands of a clock at 11:07 can be calculated as follows:First, we determine the position of the hour and minute hands. The minute hand is at 7 minutes, which is 6 7 42 degrees from the 12. The hour hand is at 11 hours and 7 minutes, which is 330 30 11 7 60 30 331.5 degrees from the 12.Next, we find the difference between the two angles. The difference is 331.5 degrees - 42 degrees 289.5 degrees. Since a full circle is 360 degrees, the angle between the two hands is the smaller of the two possible angles, which is 360 degrees - 289.5 degrees 70.5 degrees.Therefore, the angle between the two hands of a clock at 11:07 is 70.5 degrees. . Response in Sesotho: Lehlakore le pakeng tsa matsoho a mabeli a oache ka 11:07 le ka baloa ka tsela e latelang: Pele, re fumana sebaka sa matsoho a hora le motsotso. Letsoho la metsotso le metsotso e 7, e leng 6 7 likhato tse 42 ho tloha ho 12. Letsoho la hora le lihora tse 11 le metsotso e 7, e leng 330 30 11 7 60 30 331.5 likhato. ho tloha ho 12. Ka mora moo, re fumana phapang pakeng tsa li-angles tse peli. Phapang ke likhato tse 331,5 - likhato tse 42 likhato tse 289,5. Kaha selikalikoe se feletseng ke likhato tse 360, angle pakeng tsa matsoho a mabeli ke e nyenyane ho tse peli tse ka khonehang, e leng likhato tse 360 - 289,5 likhato 70,5 likhato. Ka hona, angle pakeng tsa matsoho a mabeli a oache ka 11:07 ke likhato tse 70.5. 