Calculus Examples & Word Problems Solutions - Page 9

High School
Calculus and Analysis

Recent questions in Calculus and Analysis

umatisi6ar 2023-02-28

Find the value of $\tan 45^{0}$ .

June Bryan 2023-02-28

Find the derivative of $\cos x$ from first principle.

Ashtyn Duncan 2023-02-28

What is the length of an arc which subtends angle θ (degrees) at the centre in a circle of radius r?
$A . (π r θ) / 180 B . (π r θ) / 360 C . (π r θ) / 60 D . (π r θ) / 90$

chaomeinguyzyp3 2023-02-27

What are the global and local extrema of $f (x) = x^{3} - x^{2} - x + 1$ ?

jamestkfunghpff 2023-02-27

How to find the antiderivative of $\frac{e^{x}}{1 + e^{2 x}}$ ?

vitefraise0s2i 2023-02-27

What are the points of inflection, if any, of $f (x) = x^{4} - x^{3} + 6$ ?

testantaswazn 2023-02-27

How to find the derivative of $y = {\ln x}^{3}$ ?

krete6a7 2023-02-27

How to evaluate $\sec (\frac{π}{3})$ ?

ImmonoKedo8bj 2023-02-26

What is the limit as x approaches 0 from the right-hand side of ln(x)?

esterificslo1 2023-02-26

What is the value of $\cos (\frac{π}{8})$ ?

fagiolinow8xk 2023-02-26

What are the zeros of the polynomial function $f (x) = x^{3} - x^{2} - 12 x$ ?

Tyrell Singleton 2023-02-26

How to find the derivative of $y = \ln (5 x)$ ?

sosterrm0m 2023-02-26

Which of the following is/are true about parallel lines?
A. Two parallel lines do not have a common point.
B. Parallel lines are intersecting lines.
C. Two parallel lines intersect at more than one point.
D. Parallel lines are non intersecting lines.

navelarp8c 2023-02-25

An irregular quadrilateral has no lines of symmetry.
A.False
B.True

vitefraise0s2i 2023-02-25

How to find the csc, sec, and cot. of theta in a unit circle?

Jadiel Bowers 2023-02-25

Let $f$ be a twice differentiable function such that $g' (x) = - f (x)$ and $f' (x) = g (x)$ , $h (x) = {(f (x))}^{2} + {(g (x))}^{2}$ . If $h (5) = 11$ , then $h (10)$ is equal to
A. $22$
B. $11$
C. $0$
D. $20$

Guadara0c2x 2023-02-25

How many 3-digit numbers are there, with distinct digits, with each digit odd?

sosterrm0m 2023-02-25

What is the differentiation of $u v$ ?

esterificslo1 2023-02-25

What is the limit of $(\sin x) (\ln 4 x)$ as x approaches 0?

Brendan Sellers 2023-02-25

What is the integral of $\tan^{2} x$ ?

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The students today that are looking for Calculus problems and answers online have way more luck than they would have even a few decades ago. However, one thing stays in common: it is not enough to find your answers and write them down for equations or trigonometry problems. It takes time to learn these rules, which is why Calculus and Analysis are so complex for most people. Do not let Calculus become another nightmare for you because you can look through the questions and answers and learn by example.

Calculus and Analysis