Find expert answers and community insights on IDNLearn.com. Get prompt and accurate answers to your questions from our community of experts who are always ready to help.
Sagot :
Here is the sollution:
During one rotation the wheel covers the distance of its circumference that can be counted with formula:
[tex]x=2*π*r[/tex]
in which r is radius, then:
[tex]x=2*3,14*0.30m=1,884m[/tex]
We know that it rotates 185 times so you need to multiply the wheel's circumference by 185 to get total distance (D):
[tex]D=185*x=185*1,884m=348,54m[/tex]
The answer is that the vehicle traveled 348,54 m far.
During one rotation the wheel covers the distance of its circumference that can be counted with formula:
[tex]x=2*π*r[/tex]
in which r is radius, then:
[tex]x=2*3,14*0.30m=1,884m[/tex]
We know that it rotates 185 times so you need to multiply the wheel's circumference by 185 to get total distance (D):
[tex]D=185*x=185*1,884m=348,54m[/tex]
The answer is that the vehicle traveled 348,54 m far.
The circumference of any circle is (2 pi) x (radius) .
185 times the circumference of a circle is (185) x (2 pi) x (radius) .
If the wheel doesn't slip, then it rolls (185) x (2 pi) x (0.3 m) = 348.72 m (rounded)
185 times the circumference of a circle is (185) x (2 pi) x (radius) .
If the wheel doesn't slip, then it rolls (185) x (2 pi) x (0.3 m) = 348.72 m (rounded)
We appreciate your participation in this forum. Keep exploring, asking questions, and sharing your insights with the community. Together, we can find the best solutions. IDNLearn.com is your source for precise answers. Thank you for visiting, and we look forward to helping you again soon.