Current location - Training Enrollment Network - Mathematics courses - An application problem on page 5 1 of the first volume exercise book of sixth grade mathematics! thank you
An application problem on page 5 1 of the first volume exercise book of sixth grade mathematics! thank you
The bamboo pole length is 1m, the shadow length is 0.8m, and the tangent tan θ of the included angle between the light and the ground is 1/0.8 = 5/4.

The length of bamboo pole is 1.5m, the shadow length is 1.2m, and the tangent of the angle between light and the ground is tanθ = 1.5/ 1.2 = 5/4.

The bamboo pole is 2m long, the shadow length is 1.6m, and the tangent tan θ of the angle between the light and the ground is 2/ 1.6 = 5/4.

The bamboo pole is 2.5m long, the shadow is 2m long, and the tangent tan θ of the included angle between the light and the ground is 2.2/2 = 5/4.

The shadow length of flagpole is 6.4M, and the shadow length of teaching building is 9.6M.

Flagpole length = 6.4×tanθ = 6.4×5/4 = 8m.

Height of teaching building = 9.6×tanθ = 9.6×5/4 = 12m.