- you will be able to find an angle using as benchmarks the right and straight angles,
- you will learn how to multiply fractions by whole numbers.
Average online time: 15 min
Average offline time time: 10 min
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPRjYT7-RV0JspbBuPdJxRVPj964xLyknw8TSMv-qU9U0t4r_NosKXUl_AIb26ExiXfk6EDj_vQScbS903L1R5UYXj8ulw7Z-Pspis49-oAjXsVkOMsdQKAMo8BwkKbUrC0TKjnpo2iKk/s320/angle.png)
1) DEFINING ANGLES
An angle is the figure formed by two line segments or rays which intersect at a point called vertex. We use degrees (º) to measure the size of an angle.
2) DEFINING OUR BENCHMARKS
For this e-tivity we will use as benchmarks the right angle and the obtuse angle. A right angle has a measure of 90º and a straight angle has a measure of 180º.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiabs0Z_6NDS-r8BYZ5ciskqqAtRhhXKMlE7WivEhx3IjsteQbQTdjtNYyE6C_HoZM-ZoDCmoW-3d50Q4G4K1V5AyhSNUpB0aI33F5McA97lOelESof0Vuw6MBRQ6_BDMmX5FomGl3i0Pc/s320/right+and+obtuse+angle.png)
3) FINDING THE 2/3 OF A RIGHT ANGLE
METHOD 1
You need to multiply the fraction given by the measure of a right angle.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjicOs3UnBuIXck8uRpD2R-GpqVN_hSQ8M2wmi14d-7EDqQnxcKMYs5WMcECSYc860xqGg1b4_7GEsgpX9S4a6cOUVhPeJLdQ37GvZcdsgqnehmIIrdeKPRUGs-_TT768c4Aun5Yqizn5Q/s320/ecuacion1.png)
METHOD 2
2/3 means that I divide the given angle into three parts, and then I take two of them.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsS-LgBcOzFA0_M1U638XoG6qWSmln82dDbo62X8EXxojHm2fcIJT2o2_6hiBfFqfRLaXo1YYvdpSpIBdk1zG3yKoeR2t-U1mSQFU5tga5q7tTwypT02iwk0_n-_RJljj1tJSzfKeXJzU/s320/angleB.png)
ANSWER
The 2/3 of a right angle correspond to 60º.
YOUR TASK
1) Select the angle you will use as benchmark
2) Choose a method
3) Pose a question similar to the one here on this blog entry (you are not allowed to use 1/2)
4) Solve it :)
Post your comment including answers to numerals 1, 2, 3 & 4.
See you around!