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We are given the substitution to use, so the first step is to differentiate "u" with respect to x.
du/dx = -sin(x)
Now, to replace the "dx&q...
As we are differentiating a product (two things times together) we can use the product rule which is if:
y = u(x)v(x)
then
...
This question require us to rearrange the equation and solve it to find the vale of x.
Firstly we need to make sure all of the x are on one side of the equation. To put all the values of ...
Taking the student through a sample poem, here e e cummings' '1a', I would guide them to look at content, form, and images, as well as the concrete nature of the poem. I would then ask them to tease out t...
Speed is a scalar, which means the car's speed will be a value that has a magnitude (number) only. Velocity is a vector, which means that the car's velocity w...
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