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- On a coordinate plane, triangle GHJ has points (1, 1), (4, 1), (4, 5).
The area of triangle GHJ is 6 square units What is a triangle? A triangle is a 2-D figure with three sides and three angles The **sum **of the angles is 180 degrees We can have an obtuse triangle, an acute triangle, or a right triangle We have, To find the area of triangle GHJ, we can use the formula: Area = (1 2) x base x height
- [FREE] Triangles DEF and GHJ are congruent. Triangle DEF is shifted . . .
The rigid transformation required to map Triangle DEF onto Triangle GHJ is a translation A translation is a transformation that moves every point of a figure the same distance in the same direction In this case, Triangle DEF is shifted down and to the right to form Triangle GHJ, which can be achieved by a translation
- If GFE ~ GHJ, find the value of x. - Brainly. com
For instance, if triangle GFE has sides labeled as (x + 6) and triangle GHJ has sides that correspond to fixed lengths, we can use these relationships to solve for x using proportions This method applies the basic principles of similar triangles
- Solved This year, GHJ, Incorporated received the following - Chegg
This year, GHJ, Incorporated received the following dividends: BP, Incorporated (a taxable California corporation in which GHJ holds a 5\% stock interest) $19, 900 MN, Incorporated (a taxable Florida corporation in which GHJ holds a 56% stock interest) A B, Incorporated (a taxable French corporation in which GHJ holds a 25% stock interest
- Solved This year, GHJ Inc. received the following dividends. - Chegg
This year, GHJ Inc received the following dividends BP Inc (a taxable California corporation in $19,900 82,100 19,900 which GHJ holds a 5% stock interest) MN Inc (a taxable Florida corporation in which GHJ holds a 56% stock interest) AB Inc (a taxable French corporation in which GHJ holds a 25% stock interest) Compute GHJ's dividends-received deduction
- m∠GHJ=m∠IHJ=40°, GJ=5v, and IJ=7v–4, what is GJ? - Brainly. com
We know that m∠GHJ = m∠IHJ = 40° As a result, both angles HJG and HJI can be calculated since they are complementary to angles GHJ and IHJ in a right triangle Using the property of complementary angles: m∠HJG = m∠HJI = 90° - 40° So, m∠HJG = m∠HJI = 50°
- An obtuse angle ∠GHI has a measure of 135°. It . . . - Brainly. com
The measure of ∠JHI is found by subtracting the measure of ∠GHJ from the measure of ∠GHI Since ∠GHI is 135° and ∠GHJ is 112°, subtracting these gives us ∠JHI with a measure of 23° Thus, the correct answer is A 23°
- What is the area of triangle GHJ? - Brainly. com
To find the area of triangle GHJ, we will use the formula for the area of a triangle: Area = 2 1 × b × h where b represents the base of the triangle and h represents the height Identify the base and height: Let’s assume that the base (b) of triangle GHJ is 3 units and the height (h) is 4 units Plug the values into the formula:
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