Right triangle, known an angle of 24 degrees, a side length of 3.2 meters, to find the length of the oblique side, the calculation formula

Right triangle, known an angle of 24 degrees, a side length of 3.2 meters, to find the length of the oblique side, the calculation formula

Right triangle, known an angle of 24 degrees, a side length of 3.2 meters, to find the length of the oblique side, the calculation formula
If an angle is 24 degrees, the right angle is 3.2 meters
Then the slope side length = 3.2 / (sin24 degrees)
If an angle is 24 degrees, the right angle is not 3.2 meters
2 / (COS 24 degrees)

Formula of right triangle side length

The square of a plus the square of B = the square of C

Right triangle formula_ -Oblique side length A²+B²=C²； What is a = 90 B = 90 C?

There are two situations:
1. If a and a, B and B, C and C are not equal, then C has no answer;
2. If a and a, B and B, C and C are equal, then
C²=A²+B²=90²+90²=2×90²
C=90√2 =129.279
c=C=129.279

Given that the hypotenuse of a right triangle is 210 and one angle is 18 degrees, find the length of the other two sides

This uses sin and COS
sin 18° = a / 210
Then a = 64.86
cos 18° = b/210
Then B = 199.73

Given a right triangle, two angles are 18 degrees and 72 degrees respectively. The length of the diagonal side of 18 degrees is 4 meters. Find the length of the other two sides How can one side be long? Where is the other

Sine theorem: 4 / sin18 = x / sin72
X = 12.31 one side
4^2+12.31^2=167.55
167.55 open root to get another edge of 12.94

If the two sides of a right triangle are 3 and 4, then the third side is long

If 3.4 is a right angle side, the third side is 5

If the sum of the squares of the three sides of a right triangle is 200, then the length of the hypotenuse of the right triangle is?

Let two right angles be a, B and hypotenuse C
Then a ^ 2 + B ^ 2 = C ^ 2
And ∵ (a ^ 2 + B ^ 2) + C ^ 2 = 200
That is, C ^ 2 + C ^ 2 = 200
∴c^2=100
C = 10 (the slope length is 10)

How to calculate the length of each side of a right triangle with an angle of 30 degrees A right triangle has an angle of 30 degrees and a limb of 30 cm. How long is the opposite side and hypotenuse?

The adjacent edge is 30cm. From 30 degrees, we can see that the hypotenuse = 30 * the root 2 / 3 = 20 times the root 3, and the opposite side = the oblique edge / 2 = 10 times the root 3

An angle of a right triangle is equal to 30 degrees, and the length of its hypotenuse is 4. Use four such triangles to form a square, and there is one inside. Find the length of the side inside

The side length of the small square is 2 √ 3-2 or the area of the large square is 4 √ 1 / 2 × 2 × 2 √ 3 = 16, and the area of the small square is 16-4 × 1 / 2 × 2 × 2 √ 3 = 16, and the area of the small square is 16-4 × 1 / 2 × 2 √ 3 = 16

Right triangle, know an angle is 60 degrees, the length of opposite side is 26.675mm, how long is the oblique side

Opposite side length x
SIN(60)=26.6755/X
X=30.8022