You need to find two numbers that when added together equal 11 and when multiplied together equal 24. The numbers are 8 and 3 (8+3 = 11; 8x3=24). The length is 8 cm and the width is 3 cm.
The length of the other two sides is 7 cosine (60) and 7 cosine (30)that is 3.5 and 6.062 cmthe perimeter = 7 + 3.5 + 6.062 = 16.562 cm
The length of the hypotenuse of a right triangle whose legs measure 45 cm and 60 cm is: 75 cmThe area of the triangle is 1,350 cm2
Given the width is 20-cm and the length if 70-cm, then the perimeter would be:(2*W)+(2*L) = (2*20)+(2*70) = 40 + 140 =180 cmThe perimeter is just the distance around the outside edge of the map.It's the length of every side combined.
If it is a true square, then it would be 3.5 cm squared. 12.25 sq cmThe area of a square can be computed by squaring its sides. This means that the area A of a square with side length s is equal to s2. So to compute the area of a square with side 3.5 cm, we square 3.5 cm. This gives us 12.25 cm2.
You want to memorize that there are exactly 2.54 cm in an inch.Using Google.com is the quickest way to convert units. By just typing in a phase such as6.5 inches in cmThe reply that Google's gives you is...6.5 inches = 16.51 centimetersAlgebraic Steps / Dimensional Analysis Formula6.5 in*2.54 cm1 in=16.51 cm
The length of the other two sides is 7 cosine (60) and 7 cosine (30)that is 3.5 and 6.062 cmthe perimeter = 7 + 3.5 + 6.062 = 16.562 cm
The length of the hypotenuse of a right triangle whose legs measure 45 cm and 60 cm is: 75 cmThe area of the triangle is 1,350 cm2
Given the width is 20-cm and the length if 70-cm, then the perimeter would be:(2*W)+(2*L) = (2*20)+(2*70) = 40 + 140 =180 cmThe perimeter is just the distance around the outside edge of the map.It's the length of every side combined.
If it is a true square, then it would be 3.5 cm squared. 12.25 sq cmThe area of a square can be computed by squaring its sides. This means that the area A of a square with side length s is equal to s2. So to compute the area of a square with side 3.5 cm, we square 3.5 cm. This gives us 12.25 cm2.
Bathers, 1883, 201x301 cmA Sunday Afternoon on the Island of Grande Jatte, 1884, 205x308 cmThe Models, 1886, 178x185cmCircus Parade, 1888, 100x150 cmWoman Powdering Herself, 1889, 94x80 cmLe Chahut, 1890, 171x140 cmThe Circus, 1891, 185x150 cm
The newest 4th generation (2010): 2.3 inches = 5.89 cmThe dimensions are 4.4x2.3x0.28 inches = 11.1x5.89x0.72 cm
Bathers, 1883, 201x301 cmA Sunday Afternoon on the Island of Grande Jatte, 1884, 205x308 cmThe Models, 1886, 178x185cmCircus Parade, 1888, 100x150 cmWoman Powdering Herself, 1889, 94x80 cmLe Chahut, 1890, 171x140 cmThe Circus, 1891, 185x150 cmBridge at Port-en-Bessin, 1888, 67x85 cmView of Port-en-Bessin, 1888, 65x81 cm
If the circumference of a circle is 65.98 cm the radius is about 10.5 cmThe formula C = pi (2r) means that r = 1/2 (C/pi)
The circumference is [ pi * 2r ] so the radius r = C/2pir = 31.42/(2*pi) = 5.000648312 cmThe area is [ pi * r2 ]A = pi* (5.000648312)2 = 78.56018498 or about 78.56 square cm
His best-known works areBathers, 1883, 201x301 cmA Sunday Afternoon on the Island of Grande Jatte, 1884, 205x308 cmThe Models, 1886, 178x185cmCircus Parade, 1888, 100x150 cmWoman Powdering Herself, 1889, 94x80 cmLe Chahut, 1890, 171x140 cmThe Circus, 1891, 185x150 cmBridge at Port-en-Bessin, 1888, 67x85 cmView of Port-en-Bessin, 1888, 65x81 cm
George-Pierre Seurat's most famous pointillism painting is A Sunday Afternoon on the Island of La Grande Jatte. It took him two years to complete the work, between 1884 and 1886. He also painting the Eiffel Tower in 1889.
You want to memorize that there are exactly 2.54 cm in an inch.Using Google.com is the quickest way to convert units. By just typing in a phase such as6.5 inches in cmThe reply that Google's gives you is...6.5 inches = 16.51 centimetersAlgebraic Steps / Dimensional Analysis Formula6.5 in*2.54 cm1 in=16.51 cm