Surface Area of a Cube Worksheets
Surface area of a cube worksheets provide extensive practice in finding the measure of the total area that the surface of the cube occupies using the given side length. These printable worksheets pose two levels of difficulty to 6th grade, 7th grade, 8th grade, and high school students with integers, decimals and fractional dimensions. Also, included here are pdfs to find the length of the edge using the surface area. A cube as we know is made up of 6 square faces and surface area is nothing but the sum of the areas of these faces. Begin finding the surface area of cubes with our free worksheets!
Let grade 6 students get accustomed to using the surface area of a cube formula SA= 6s2, where "s" is the side length. Plug the side length, which is an integer ≤ 20 and compute the surface area of each cube.
Perk up with this set of worksheet pdfs on determining the surface area of a cube. Calculating the area of one of the square faces using the 2-digit edge length and then multiplying by 6 is all you have to do.
Step ahead with this unit of printable worksheets on finding the surface area of cubes. Substitute the decimal side length in the surface area of a cube formula and evaluate.
Make grade 7 students conversant in calculating the surface area of cubes whose side length is presented as fractions. Convert the mixed fraction to improper if required, square the side length and multiply by 6.
Have grade 8 and high school students work backward by rearranging the surface area formula, making the edge length the subject as in edge length s = √a/6; where "a" is the surface area.
Uwezo wa kazi ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni ya kubuni. Kazi hii ya kuchapisha ina viwango viwili vya ugumu kwa wanafunzi wa darasa la sita, darasa la saba, darasa la nane, na wanafunzi wa shule ya sekondari na vipimo vya jumla, decimal na sehemu. Pia, ni pamoja na hapa ni pdfs kupata urefu wa makali kwa kutumia eneo la uso. Kubi ina nyuso sita za mraba na eneo la uso ni jumla ya maeneo ya nyuso hizo. Anza kupata eneo la uso wa cubes na karatasi zetu za kazi bure! "Kama wanafunzi wa darasa la sita wanajifunza kutumia formula ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S"" ya ""S""" Kuongeza urefu wa upande, ambayo ni integer ≤ 20 na kuhesabu eneo la uso wa kila kiini. Perk up na seti hii ya karatasi ya kazi pdfs juu ya kuamua eneo la uso wa kiini. Kwa mfano, unaweza kuhesabu eneo la moja ya nyuso za mraba kwa kutumia urefu wa pembe ya tarakimu mbili na kisha kuzidisha kwa 6. Hatua mbele na kitengo hiki cha karatasi za kazi za kuchapishwa juu ya kupata eneo la uso wa cubes. Kubadilisha urefu wa upande decimal katika eneo la uso wa formula ya kiini na kutathmini. Wanafunzi wa darasa la saba wanajifunza jinsi ya kuhesabu ukubwa wa mraba ambao upande wake umeonyeshwa kama sehemu. Kuongeza sehemu ya mchanganyiko kwa sehemu isiyo ya kawaida, na kupanua urefu wa upande kwa mraba na kuzidisha kwa 6. "Kama wanafunzi wa darasa la nane na wa shule ya sekondari kufanya kazi nyuma kwa kurekebisha formula ya eneo la uso, kufanya urefu wa makali ""s"" kama katika urefu wa makali ""s"" = ""a"" = ""a"" ni eneo la uso."