I learned that there is more than just "triangle" problems - there are many other shapes we will use to find related rates such as spheres, circles, and cylinders.
I learned that related rates are not limited to problems similar to what we are learning now, but that we will solve related rate problems by using spheres for volume and surface area problems.
I learned that there are more than just triangle related rates problems!! There are also volume and surface area problems with spheres, cylinders, and cones! Very interesting and exciting
I learned that we can use related rates with not only triangle ladder problems but with spheres (for volume and surface area), cylinders (volume changing, water draining) and cone related problems.
i learned that if you make a picture or picture a picture (haha) in your head, then it is easier to solve the problem because you can visualize where the number go.
I learned that when doing triangle problems we use related rates to solve. I also learned that it is important to really understand what the question is asking rather than just jumping right to the formula.
I learned how to use the derivative equation and if you draw a picture and label each side of the triangle with arrows, it will help you solve the related rates equation.
I noticed that not only a triangle problems can be solved by calculus the other shape also can be solve by knowing the formula and information what we need.
I learned that there is more than just "triangle" problems - there are many other shapes we will use to find related rates such as spheres, circles, and cylinders.
ReplyDeleteI learned that related rates are not limited to problems similar to what we are learning now, but that we will solve related rate problems by using spheres for volume and surface area problems.
ReplyDeleteWe'll be finding related rates for problems involving surface area and volume of spheres, cylinders, etc.
ReplyDeleteI learned that there are more than just triangle related rates problems!! There are also volume and surface area problems with spheres, cylinders, and cones! Very interesting and exciting
ReplyDeleteI learned that there are sphere problems, cylinder problems, and cone related problems along with triangle problems.
ReplyDeleteI learned that related rates are used on many different shapes not just triangles.
ReplyDeleteI was finally able to figure out how to convert the variables into the proper derivative equation in the 2x(dx/dt)+2y(dy/dt)=2z(dz/dt) format.
ReplyDeleteI learned that there are many shapes we can use to find related rates such as circles, spheres and cylinders.
ReplyDeleteI learned that we can use related rates with not only triangle ladder problems but with spheres (for volume and surface area), cylinders (volume changing, water draining) and cone related problems.
ReplyDeletei learned that if you make a picture or picture a picture (haha) in your head, then it is easier to solve the problem because you can visualize where the number go.
ReplyDeletei learned that using triangles can make solving words problems much easier and more organized.
ReplyDeleteI learned that when doing triangle problems we use related rates to solve. I also learned that it is important to really understand what the question is asking rather than just jumping right to the formula.
ReplyDeleteI learned how to use the derivative equation and if you draw a picture and label each side of the triangle with arrows, it will help you solve the related rates equation.
ReplyDeletei learned so much! It was awesome how much i learned... I learned everything everyone said and some more :)
ReplyDeleteI learned that drawing a picture of a triangle will help you solve the word problem!
ReplyDeleteI learned that related rates problems include more than just triangles; they include all sorts of shapes, like cylinders and spheres.
ReplyDeleteI noticed that not only a triangle problems can be solved by calculus the other shape also can be solve by knowing the formula and information what we need.
ReplyDelete