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Time

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Types of integrals (definite integral and indefinite integral)

Which one of following is indefinite integrals?

$\int_1^2g\left(v\right)dv$

$\int_1^3g\left(v\right)dv$

$\int_{ }^{ }f\left(t\right)dt$

Evaluate: $\int_0^3\left(t\right)^2dt$

5

9 $\frac{t^3}{3}+c$

Evaluate: $\int_{ }^{ }t^3dt$

5

9 $\frac{t^4}{4}+c$

Which one of following is definite integrals?

$\int_5^2g\left(v\right)dv$

$\int_{ }^{ }g\left(v\right)dv$

$\int_{ }^{ }g\left(x\right)dx$

Is the sentence true or false?
Definite Integral does not contain any constant of integration

True

False

Evaluate: $\int_{ }^{ }t^2dt$

5

9 $\frac{t^3}{3}$ +c

Which one of following is definite integrals?

$\int_{ }^{ }f\left(t\right)dt$

$\int_{ }^{ }g\left(v\right)dv$

$\int_1^3g\left(t\right)dt$

Which one of following is indefinite integrals?

$\int_1^2g\left(v\right)dv$

$\int_{ }^{ }g\left(v\right)dv$

$\int_2^3g\left(v\right)dv$

Is the sentence true or false?
Indefinite integrals are defined with upper and lower limits

True

False

Fill in the blanks:
__________________integral of a function with limits of integration.

definite Integral

Indefinite Integral

Questions

Time

Score

Types of integrals (definite integral and indefinite integral)

Which one of following is indefinite integrals?

﻿∫12g(v)dv\int_1^2g\left(v\right)dv∫12​g(v)dv﻿

﻿∫13g(v)dv\int_1^3g\left(v\right)dv∫13​g(v)dv﻿

﻿∫f(t)dt\int_{ }^{ }f\left(t\right)dt∫​f(t)dt﻿

Evaluate: ﻿∫03(t)2dt\int_0^3\left(t\right)^2dt∫03​(t)2dt﻿

5

9

﻿t33+c\frac{t^3}{3}+c3t3​+c﻿

Evaluate: ﻿∫t3dt\int_{ }^{ }t^3dt∫​t3dt﻿

5

9

﻿t44+c\frac{t^4}{4}+c4t4​+c﻿

Which one of following is definite integrals?

﻿∫52g(v)dv\int_5^2g\left(v\right)dv∫52​g(v)dv﻿

﻿∫g(v)dv\int_{ }^{ }g\left(v\right)dv∫​g(v)dv﻿

﻿∫g(x)dx\int_{ }^{ }g\left(x\right)dx∫​g(x)dx﻿

Is the sentence true or false?Definite Integral does not contain any constant of integration

True

False

Evaluate:﻿∫t2dt\int_{ }^{ }t^2dt∫​t2dt﻿

5

9

﻿t33\frac{t^3}{3}3t3​﻿ +c

Which one of following is definite integrals?

﻿∫f(t)dt\int_{ }^{ }f\left(t\right)dt∫​f(t)dt﻿

﻿∫g(v)dv\int_{ }^{ }g\left(v\right)dv∫​g(v)dv﻿

﻿∫13g(t)dt\int_1^3g\left(t\right)dt∫13​g(t)dt﻿

Which one of following is indefinite integrals?

﻿∫12g(v)dv\int_1^2g\left(v\right)dv∫12​g(v)dv﻿

﻿∫g(v)dv\int_{ }^{ }g\left(v\right)dv∫​g(v)dv﻿

﻿∫23g(v)dv\int_2^3g\left(v\right)dv∫23​g(v)dv﻿

Is the sentence true or false?Indefinite integrals are defined with upper and lower limits

True

False

Fill in the blanks: __________________integral of a function with limits of integration.

definite Integral

Indefinite Integral

Incorrect

Great!

$\int_1^2g\left(v\right)dv$

$\int_1^3g\left(v\right)dv$

$\int_{ }^{ }f\left(t\right)dt$

Evaluate: $\int_0^3\left(t\right)^2dt$

$\frac{t^3}{3}+c$

Evaluate: $\int_{ }^{ }t^3dt$

$\frac{t^4}{4}+c$

$\int_5^2g\left(v\right)dv$

$\int_{ }^{ }g\left(v\right)dv$

$\int_{ }^{ }g\left(x\right)dx$

Is the sentence true or false?
Definite Integral does not contain any constant of integration

Evaluate: $\int_{ }^{ }t^2dt$

$\frac{t^3}{3}$ +c

$\int_{ }^{ }f\left(t\right)dt$

$\int_{ }^{ }g\left(v\right)dv$

$\int_1^3g\left(t\right)dt$

$\int_1^2g\left(v\right)dv$

$\int_{ }^{ }g\left(v\right)dv$

$\int_2^3g\left(v\right)dv$

Is the sentence true or false?
Indefinite integrals are defined with upper and lower limits

Fill in the blanks:
__________________integral of a function with limits of integration.