Answer:
Start at 0 and move lengths of Three-halves until arriving at Three-fourths. The answer is 2.
Step-by-step explanation:
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Solution:
The square of the given equation can be completed as below:
Here we will make the terms on left hand side such that it gets the form of 
Hence the correct option is isolating the constant , -3.
We are given with the expression y<span> = b cos t + t2 sin t and is asked to differentiate the function in terms of t. Based in the power law and law of products, we apply these to the given expresssion. the derivative is y' = -b sin t + t^2 * (cos t) + sin t * 2t. This is equal to </span>y' = sin t (-b +2t) + t^2 cos t.
Answer:
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Step-by-step explanation:
