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Mathematics
Calculus
How to factorise t3-8t2+16t?
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t(t-4)(t-4)
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How to factorise t3-8t2+16t?
Top answer:
t^3 - 8t^2 + 16t = t(t^2 - 8t + 16) = t(t-4)^2
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Hi
Just wandering When I factorise the following : 4s-16t+20r It will equal to 2 ( 2s - 8t + 10 r ) This was the answer in the
Top answer:
You are correct on both counts, the book is in error.
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How to do factorise ? What is Factorise ? Give me some examples ,please . Thank you !
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x^2+x-4 (x-2)(x+2) x^2-2x-15 (x+3)(-5)
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a) Solve for x: 2x² + 5x = 3
b) Solve for x and y: x + y = 4 and x² + y² + xy - 12 =0 c) Solve for x: 8 2x + 3 = ½x² d)
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a) To solve for x in the equation 2x² + 5x = 3, we can rearrange the equation as follows: 2x² + 5x
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how do you factorise?
for example putting 2x² + x - 3 into the form (2x + 3)(x - 1) factorise 9x to the power of 4 - 64y to the
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To factorise an expression, follow these steps: 1. Identify if there are any common factors. If
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ok in this problem t^3-t^2+16t-16t don't the 16's cancel eachother out because they equal to zero?
Top answer:
yes they do because -16 + 16 = 0
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Compute the indicated derivative.
R(t) = −0.8t2; R'(7)
Top answer:
is that 1.6 to the 7 power
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WHICH IS the correct way to write the problem
0=-16t^2-50 h(0)=16(0)^2+50 0=-16t^2+50
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Both of the first two equations are correct ways to write the problem. However, the third equation
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A rock is dropped off the edge of a cliff its distance S (in feet) from the top of the cliff after T seconds is S(T) = 16t^2.
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Well, let's dive into this problem and see if we can make a splash with our answer! Your approach
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I'm stuck with this problem.
h = -16t^2 + 312 the "t" is seconds after object released and h stands for height. We're suppose to
Top answer:
bzzt. Watch those signs. You meant to say -8(2t^2-39)= 0 2t^2-39 = 0 2t^2 = 39 t^2 = 39/2 t =
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