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Response from 0[+++++]
sides 2 dm 4dm and 5dm simply find the perimeter of the triangle in question is 8 8dm calculate the similarity factor 11dm 8 8 and multiply by the lengths of the sides in question
sides 2 dm 4dm and 5dm simply find the perimeter of the triangle in question is 8 8dm calculate the similarity factor 11dm 8 8 and multiply by the lengths of the sides in question
Response from 0[+]
1.6x +3.2 x + 4x=11 8.8x=11 x=1.25 sides 2dm 4dm 5dm
1.6x +3.2 x + 4x=11 8.8x=11 x=1.25 sides 2dm 4dm 5dm
Response from 0[+]
1. find the perimeter of a triangle with known sides:= 8.8 dm 2. make a proportion concerning the known triangle and the triangle whose sides are to be found: side 1 sideA1 sideB1 sideC1 perimeter1=== sidesA2 sideB2 sideC2 perimeter2 1. 6 3.2 4 8.8=== a b c 11 3. Now count each side by the proportion: a=1.6*11 8 8=2dm b=3 2*11 8 8=4dm c=4*11 8 8=5dm
1. find the perimeter of a triangle with known sides:= 8.8 dm 2. make a proportion concerning the known triangle and the triangle whose sides are to be found: side 1 sideA1 sideB1 sideC1 perimeter1=== sidesA2 sideB2 sideC2 perimeter2 1. 6 3.2 4 8.8=== a b c 11 3. Now count each side by the proportion: a=1.6*11 8 8=2dm b=3 2*11 8 8=4dm c=4*11 8 8=5dm
Response from 0[+]
a=1.6*11 8 8=2dm b=3 2*11 8 8=4dm c=4*11 8 8=5dm
a=1.6*11 8 8=2dm b=3 2*11 8 8=4dm c=4*11 8 8=5dm
Response from 0[+++++]
The ratio of the perimeters of similar triangles equals the similarity factor P=1 6+3 2+4=8 8dm k=11 8 8=5 4 a=1 6*5 4=2dm c=3 2*5 4=4dm c=4*5 4=5dm
The ratio of the perimeters of similar triangles equals the similarity factor P=1 6+3 2+4=8 8dm k=11 8 8=5 4 a=1 6*5 4=2dm c=3 2*5 4=4dm c=4*5 4=5dm