To calculate the height of each screen using the Pythagorean Theorem, we need to use the diagonal and width measurements.
For screen A:
Height squared + Width squared = Diagonal squared
Height squared + 13in squared = 15in squared
Height squared + 169in squared = 225in squared
Height squared = 225in squared - 169in squared
Height squared = 56in squared
Height = √56in
Height ≈ 7.48in
For screen B:
Height squared + Width squared = Diagonal squared
Height squared + 19in squared = 22in squared
Height squared + 361in squared = 484in squared
Height squared = 484in squared - 361in squared
Height squared = 123in squared
Height = √123in
Height ≈ 11.09in
For screen C:
Height squared + Width squared = Diagonal squared
Height squared + 28in squared = 32in squared
Height squared + 784in squared = 1024in squared
Height squared = 1024in squared - 784in squared
Height squared = 240in squared
Height = √240in
Height ≈ 15.49in
For screen D:
Height squared + Width squared = Diagonal squared
Height squared + 35in squared = 40in squared
Height squared + 1225in squared = 1600in squared
Height squared = 1600in squared - 1225in squared
Height squared = 375in squared
Height = √375in
Height ≈ 19.37in
The calculated heights for each screen are:
A: approximately 7.48in
B: approximately 11.09in
C: approximately 15.49in
D: approximately 19.37in
cauculte all the height of each screen
diagonal width
A 15in 13in
B 22in 19in
C 32in 28in
D 40in 35in
Use the Pythagorean Theorem to calculate the height of each screen, and complete the table
1 answer