Question

Find $d = \frac{v^2 - u^2}{2a}$ when $v = 8$, $u = 5$ and $a = 10$. Enter your answer as follows: for ex. 3.24

          Find $d = \frac{v^2 - u^2}{2a}$ when $v = 8$, $u = 5$ and $a = 10$.
Enter your answer as follows: for ex. 3.24
        
Find d = (v^2 - u^2)/(2a) when v = 8, u = 5 and a = 10.
Enter your answer as follows: for ex. 3.24

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Calculus: Early Transcendentals
Calculus: Early Transcendentals
James Stewart 8th Edition
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Find d=(v^(2)-u^(2))/(2a) when v=8,u=5 and a=10. Enter your answer as follows: for ex. 3.24 Findd=y2-2 Enter your answer as follow:for ex.3.24
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Transcript

-
00:02 Here's a polynomial expression, and we're going to evaluate it for a equals 4.
00:08 And evaluate means substitute the number in for a and then simplify.
00:12 So we have one -half times four squared minus one -fourth times four.
00:18 So using order of operations, we're going to start by squaring the four.
00:22 So we have one -half times 16, and then minus we can go ahead and multiply the one -fourth in the four, and that gives us one.
00:30 1 half times 16 is 8, so we have 8 minus 1, so this one is 7...
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