Triangle Area using Base and Height Calculator
How to use this Triangle Area using Base and Height Calculator 🤔
- Enter ✎ value for length of base (b).
- Enter ✎ value for height (h).
- As soon as you enter the required input value(s), the Triangle Area using Base and Height is calculated immediately, and displaed in the output section (present under input section).
Calculation
Once you enter the input values in the calculator, the output parameters are calculated.
Examples
The following examples cover how to calcualte the Area when length of base, and height are given.
1. What is the Area of Triangle whose length of base is 10 units, and height is 15 units?
Answer
Given:
- length of base, b = 10 units
- height, h = 15 units
The formula to find the Area of a Triangle is:
A = \(\frac{ b \times h }{2} \)
Substitute given values in the above formula.
A = \(\frac{10\times15}{2} \)
A = 75 square units
∴ Area, A = 75 square units
2. What is the Area of Triangle whose length of base is 1 units, and height is 0.5 units?
Answer
Given:
- length of base, b = 1 units
- height, h = 0.5 units
The formula to find the Area of a Triangle is:
A = \(\frac{ b \times h }{2} \)
Substitute given values in the above formula.
A = \(\frac{1\times0.5}{2} \)
A = 0.25 square units
∴ Area, A = 0.25 square units
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"input_values": [
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"examples": [
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"b": 10,
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"type": "Calculate",
"title": "Triangle Area using Base and Height",
"category": "Geometry",
"shape": "Triangle",
"formula_mathjax": "\\(\\frac{ b \\times h }{2} \\)",
"formula": " b * h / 2 ",
"op_label": "Area",
"output_unit": "square units",
"description": "The triangle area calculator calculates the area of a triangle by taking its base length and height as inputs.",
"explanation": "The area of a triangle using base and height is half of the product of base and height.</p><p>Base (b) is length of the base of triangle.</p><p>Height (h) is the penpendicular distance from base to the opposite vertex.",
"examples_data": "<h2>Examples</h2><p>The following examples cover how to calcualte the Area when length of base, and height are given.</p><div class=\"example\"><h3 class=\"question\"><span class=\"example_n\">1.</span> What is the Area of Triangle whose length of base is 10 units, and height is 15 units?</h3><h4 class=\"answer\">Answer</h4><p>Given:</p><ul><li>length of base, b = 10 units<li>height, h = 15 units</ul><p>The formula to find the Area of a Triangle is:</p><p class=\"tabspace\">A = \\(\\frac{ b \\times h }{2} \\)</p><p>Substitute given values in the above formula.</p><p class=\"tabspace\">A = \\(\\frac{10\\times15}{2} \\)</p><p class=\"tabspace\">A = 75 square units</p><p class=\"tabspace answer\">∴ Area, A = 75 square units</p></div><div class=\"example\"><h3 class=\"question\"><span class=\"example_n\">2.</span> What is the Area of Triangle whose length of base is 1 units, and height is 0.5 units?</h3><h4 class=\"answer\">Answer</h4><p>Given:</p><ul><li>length of base, b = 1 units<li>height, h = 0.5 units</ul><p>The formula to find the Area of a Triangle is:</p><p class=\"tabspace\">A = \\(\\frac{ b \\times h }{2} \\)</p><p>Substitute given values in the above formula.</p><p class=\"tabspace\">A = \\(\\frac{1\\times0.5}{2} \\)</p><p class=\"tabspace\">A = 0.25 square units</p><p class=\"tabspace answer\">∴ Area, A = 0.25 square units</p></div>",
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