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Ikut Turutan
Universiti
Matematik

DEFINITE INTEGRAL

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azrina zakaria

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5 soalan

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# 1pilihan
Which of the following is NOT TRUE about Definite Integrals?
Integrals that has upper limit and lower limit.
The final answer is an algebraic expression.
∫abf(x)dx=F(b)−F(a)\int_{a}^{b}\!f\left(x\right)\,dx=F\left(b\right)-F\left(a\right)
The final answer is a constant.
# 2pilihan
∫135dx\int_1^3\!5\,dx
5
10
20
# 3pilihan
∫03(3x2−4x)dx\int_0^3\!\left(3x^2-4x\,\right)dx
14
15
16
9
# 4pilihan
∫−124x(x2+2)dx\int_{-1}^24x^{}\!\left(x^2+2\right)\,dx
60
29
27
24
# 5pilihan
∫146x4−3x2x2dx\int_1^4\!\frac{6x^4-3x^2}{x^2}\,dx
116
125
117
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