y=x2+4 ва y=sinx функцияларни [-6;6] оралиқда h=1 қадам билан қийматлар жадвали ва графиги ҳосил қилиш талаб этилган бўлсин.
Бунинг учун A1,B1,C1,D1,E1,F1 ячейкаларни “объединить ячейки” буйруғи орқали бирлаштириб, матн киритиш соҳасини ҳосил қиламиз ва “Функция қийматлар жадвали графиги” матнини киритамиз, ҳамда x, y=x2+4, y=sinx ўзгарувчиларни A2, B2, C2 ячейкаларга, уларнинг қийматларини эса мос равишда A3, B3, C3 ячейкаларга жойлаштирамиз.
B2 ячейкага 1-функцияни умумий кўриниши: =A3^2+4, C2 ячейкага 2-функцияни формуласини =sin(A2) киритиб enter тугмачасини босамиз.
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)
Шу ячейкаларга мос қийматлар ҳосил бўлади.
В3,С3 ячейкаларни белгилаб, авто тўлдириш орқали бошқа қийматларни ҳам ҳосил қиламиз.
Энди функция графигини қурамиз.
Do'stlaringiz bilan baham: |