2) lim I-3 z+3 3) In the below graph (figure 1.1.2), figure 1.1.2 2 f(x) then find the value of the limit: lim f(x) I-4+ [2 Marks] Q 3) Find the value of k that makes function continuous at ¤ = 4 2x...

2) lim<br>I-3<br>z+3<br>3) In the below graph (figure 1.1.2),<br>figure 1.1.2<br>2<br>f(x)<br>then find the value of the limit: lim f(x)<br>I-4+<br>[2 Marks] Q 3) Find the value of k that makes function continuous at ¤ = 4<br>2x +7<br>6x- k < 4<br>I>4<br>f(x)<br>[1 Mark] Q 4) (i) If lim f(x) = 18 and lim g(x) = 27 then find lim[3f(x) + 6g(x)]<br>%3D<br>a1 - e3z<br>[2 Marks ]<br>( ii) Determine whether the function f(x) =<br>is continuous at x = 0.<br>3x – 1<br>

Extracted text: 2) lim I-3 z+3 3) In the below graph (figure 1.1.2), figure 1.1.2 2 f(x) then find the value of the limit: lim f(x) I-4+ [2 Marks] Q 3) Find the value of k that makes function continuous at ¤ = 4 2x +7 6x- k < 4="" i="">4 f(x) [1 Mark] Q 4) (i) If lim f(x) = 18 and lim g(x) = 27 then find lim[3f(x) + 6g(x)] %3D a1 - e3z [2 Marks ] ( ii) Determine whether the function f(x) = is continuous at x = 0. 3x – 1

Jun 05, 2022

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2) lim I-3 z+3 3) In the below graph (figure 1.1.2), figure 1.1.2 2 f(x) then find the value of the limit: lim f(x) I-4+ [2 Marks] Q 3) Find the value of k that makes function continuous at ¤ = 4 2x...

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