Three survey markers are located on a map at points HH, II, and JJ. A triangle is formed by connecting these markers by string so that HIHI = 150 feet, HJHJ = 245 feet, and IJIJ = 365 feet.
Which statement is true about the measures of the angles of △HIJ▵HIJ?

We are given the following measurements
HI= 150 feet,
HJ = 245 feet
IJ = 365 feet

The angles can be solved by a series of cosine law. What is true about the measure of the angles is
angle H > angle I > J
This is based on the relative lengths of the sides of the triangles

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Three survey markers are located on a map at points HH, II, and JJ. A triangle is formed by connecting these markers by string so that HIHI = 150 feet, HJHJ = 245 feet, and IJIJ = 365 feet. Which statement is true about the measures of the angles of △HIJ▵HIJ?

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Three survey markers are located on a map at points HH, II, and JJ. A triangle is formed by connecting these markers by string so that HIHI = 150 feet, HJHJ = 245 feet, and IJIJ = 365 feet.
Which statement is true about the measures of the angles of △HIJ▵HIJ?