Tom traveled from Avon Lake to Avon and back; the trip there took 10 minutes traveling at a rate of
35 kph. If the trip back took 15 minutes, how fast did Tom go on the way back? Use the formula D = r*t (Distance= rate*time) to help you solve this question.
During 2°, students reviewed Friday's Evening Practice from Lesson 8.3. Class was assigned a question at the beginning of class to demonstrate their current understanding for calculating the area and circumference of a circle. This was taken for a grade and entered into Gradebook Wizard. Students returned to the their groups from Friday and completed the review questions for our Chapter Eight Posttest on Wednesday.
Today's Learning Goals: The student will be able to...
- 1, 3, and 4° - show what they know about...
- solving multi-step equations.
- using the distributive property to simplify an equation.
- reading an inequality.
- using addition, subtraction, multiplication, and division to solve an inequality.
- graphing an inequality.
- 2° -
- calculate the area of rectangles, triangles, and trapezoids.
- label answer using the appropriate measures.
- calculate the area and circumference of circles.
For Evening Practice, the student is expected to...
- 1, 3, and 4° -
- complete the Khan Skill: Two-Step Equations.
- complete the OAA Google Form posted on the blog. (CLICK HERE)
- 2° -
- complete Lesson 8.4 Problem Solving.
- complete the OAA Google Form posted on the blog. (CLICK HERE)
- complete two Khan Mastery Challenges.
Tom traveled at a rate of 52.5 kph. Using the formula I narrowed the speed to one which is 3.5 for 1 min. I used this Knowledge to multiply it by 15(time) to get distance.Which the answer of 52.5 was 2/3 the problem to help.
ReplyDeleteColeman