0
A shape that can contain no acute angles is a rectangle. In a rectangle, all interior angles are right angles, which are exactly 90 degrees. This means there are no angles smaller than 90 degrees, which are considered acute angles. Therefore, a rectangle is an example of a shape that contains no acute angles.
What else can I help you with?
Continue Learning about Other Math
What shapes contain only acute angles?
A triangle is the only shape that can have only acute angles inside it.
What shape has two acute angles and no line s of symmetry what is the shape called?
If the shape has 3 angles in all, where two of the angles are acute, then the shape is a scalene triangle.
What is a shape with only acute angles?
The only polygon with just acute angles is an acute angled triangle.
What shape has 3 acute angles?
triangle
What is the greatest number of acute angles right triangle can contain?
Two. Two acute angles in a right triangle.
Trending Questions
What 3 numbers are between 0.01 and 0.001?
The smallest number that can be divided by two or more diffrent denominators?
What is 64 divided by 20?
Add five odd number which equals 50 not repeat any no?
Will you do this to help me get a xbox one Just join with this link and do one level A offer please help will anyone please help?
Describe what the graph of interval -4 10 looks like?
How do you find the unit rate for 8oz bottle that costs 0.99?
What percent of 26 is 65?
What numbers can 159 be divided by?
What is 36x15 equal?
Every natural number is greatest factor of itself?
What is the middle number of an ordered set of numbers?
Is 3 over 6 equal to 50 over 100?
What is a rule in terms of n for the sum of the first n even positive integers?
What is the answer four the fraction 4 times 7 over 8?
Which equation is equivalent to y - 3 2(x - 7)?
What graph can you use to show data in intervals?
How do write 9 hundred thousands 15 ten thousands 6 thousands 3 hundreds 7 ones?
1000000 divided by 24000?
How do you know a number is divisible by 4?
Copyright ©2025 Infospace Holdings LLC, A System1 Company. All Rights Reserved. The material on this site can not be reproduced, distributed, transmitted, cached or otherwise used, except with prior written permission of Answers.