# Solving Right Triangles Made Easy With Our Top-Rated Calculator

1 year ago

A right triangle is a special kind of triangle where one angle is 90 degrees. Using Pythagorean Theorem a2+b2=c2 the sides, and missing hypotenuse can be easily calculated.

To simplify the manual calculation, we got this right triangle calculator that can be used by teachers, students, and even parents to teach your kids the work of the right triangle. With allcalculator.net, you can easily use this right triangle calculator that saves you time and effort and easily cross-check your answer after completing your homework on right triangle calculation.

How to use this Right triangle calculator?

The right triangle calculator is a simple-to-use device, and all you need to do is enter the length of any two sides in the respective boxes and press calculate, for which you will get the

• Sides of the right triangle
• The angle of the right triangle
• Heights of the sides
• Medians on the sides
• Area
• Perimeter
• Semi perimeter

In this way, the right triangle calculator helps you to determine the length of other sides along with finding the area and perimeter along with the missing angles.

Is this right triangle calculator easy to use?

Why not? To find the area of the right triangle, we need to use the formula,

Area=1/2*b*h

When using a right triangle calculator, you can easily compute the area of the right triangle without taking much time and hard work, including doing manual calculations using paper and pen.

What are the formulas used in the right triangle calculator?

The right triangle calculator uses

• Pythagorean Theorem a2 + b2 = c2
• Perimeter P = side a + side b + side c
• Semiperimeter s = (side a + side b + side c) / 2
• Area of Right Triangle: =(base*height)/2
• Altitude a ha = side b
• Altitude b   hb = side a
• Altitude c hc = (side a * side b) / side c

This allcalculator.net right triangle calculator can be used anywhere, anytime at your comfort, and gives the right accurate result.

##### right triangle calculator
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