Triangle ABC: side AB: not given. Side BC: x+10. Side AC: 2x+4. Angles: Angle A is greater than Angle B. What are the restrictions on x?
Triangle ABC: side AB: not given. Side BC: x+10. Side AC: 2x+4. Angles: Angle A is greater than Angle B. What are the restrictions on x?
This is a precalculus question involving right triangle trigonometry
The longest side of a triangle is 12 less than the sum of the other two sides. The shortest side is 10 more than one-half the third side. If the perimeter is 118, find each side and write the lengths...
Since i cant show the actual triangle i hope it will help if i mention that line BA of the triangle is 5 and so is line AC A) 2√5 B) 5√2 C) 10 D) 25 I beileve...
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One side of a triangle has length of 12cm and the second side is 3cm longer than the third side. Find the lenth if the perimeter is 72cm.
just solve it for me
An isosceles right triangle has legs measuring (x – 2) cm each. The hypotenuse has measure (x + 4) cm. Find x.
In a triangle one angle exceeds another by 10 degrees. The tird angle is 4 degrees less than the sum of the other two. Find the angles. Draw the figure
word problem
I tried using Pythagorean Theorom with one side being 92, one side being X, and the hypotenuse being 2X-23. I could not figure it out. Any help?
An electrician must attach ground wires to the tops of two poles that are 48 feet apart. One pole is 32 feet tall, and the other pole is 18 feet tall. The electrician decides to use a single wire...
please help me solve to find the missing side of a triangle. One side is 1/2x + 11 and the other side is 2x + 1. The missing side is labled as ,x, . Would I start...
I actually don't need the answer as much as how to figure out the problems. I don't know how to do it with out know another side or angle.