Answers created by Monzur R.
- Back to user's profile
-
Next
-
What is #int (ln(x+1)/(x^2)) dx#?
-
How do you find #int arctanx #?
-
Verify the identity of #sec^6X(secXtanX)-sec^4X(secXtanX)=sec^5Xtan^3X ?#
-
How do you find the definite integral for: #int_(pi/4)^(pi/3)sin(2p) / (1+cos^2(p)) dp#?
-
How do you find the antiderivative of #sinx#?
-
How do you find the domain and range for #f(x) = 1/(1+x^2)#?
-
If #f(x)=1/(x-1)# how do you solve #intd(f^-1(x))# =?
-
What is the maximum value of #Q(p,q,r)=2pq+2pr+2qr# subject to #p+q+r=1#?
-
What are the asymptote(s) and hole(s), if any, of # f(x) =(1+1/x)/(1/x)#?
-
How do you solve #\frac { 1} { 9} = 9^ { 4x }#?
-
#xy'-3y=x-1#? Solve DE
-
How do you differentiate #f(x)=(x+1)/sqrtx# using the quotient rule?
-
How do you simplify #sqrt(3y-2 ) = y#?
-
How to find integral #int_-4^3(x+|x|)/2tan^-1(3x)dx# ?
-
Can I factor a multiplicative constant out of a limit?
-
How does one verify #sinx-cscx=-cos^2x/sinx#?
-
How to find Find F' of #int_x^10(t+1/t)dt# Using the Fundamental Theorem of Calulus?
-
What is the function of pili?
-
How to evaluate #lim_(x->1) (x-2)/(x-1)# ?
-
How should f(2) be defined so that f is continuous on (0, ∞) ?
-
How do you integrate?
-
Why is the cytoskeleton important to eukaryotic cells?
-
How are members of the Domain Eukarya different from members of Domain Archaea and Domain bacteria?
-
How do you solve #y'=-xy+sqrty# given #y(0)=0#?
-
A solution of Potassium nitrate has a concentration of #0.2# #"mol dm"^-3#. Calculate how many moles of potassium nitrate are dissolved in #10# #"cm"^3# of the solution?
-
What is the value of cos^2 pi?
-
How do you evaluate #cos (-30)#?
-
How to find the vector unit normal?
-
How to solve #a^3-3a+2=0# ?
-
How do you simplify #(\frac { 3x ^ { 5} } { 4x ^ { - 1} } ) ^ { 2}#?
-
How do you go about this question? #inte^(x+e^(x))dx#
-
How do you evaluate the integral of #int (1 + cos 4x)^(3/2) dx#?
-
What are the archaea?
-
How do you rationalize the denominator and simplify #6/(sqrt4-sqrt14)#?
-
What is the antiderivative of #1/(x^2+4)#?
-
How do you solve #78=6(-6a-5)# using the distributive property?
-
Is #(2,3),(-4,5),(-2,7),(7,7)# a function?
-
How do you integrate #int 1/sqrt(4x^2-12x+8) # using trigonometric substitution?
-
How do you expand #ln (xe^x)#?
-
What is the solution of the following system?:# x + 9y + z = -12,
x + y - 9z = 7,
-12x + 4y + z = -4#
-
What is the antiderivative of # (x+1)(2x-1)#?
-
What is the derivative of #tanx^2#?
-
How do you multiply #((3, 1, -2, 0), (1, 4, -2, -2), (-2, 0, 7, -3), (-1, 3, -1, 2))# with #((1, 1), (1, -2), (-3, 2), (4, 5))#?
-
How do you add #(2-5i)+(7-i)# in trigonometric form?
-
What is #f(x) = int xsinx^2 + tan^2x -cosx dx# if #f(pi)=-2 #?
-
How do I solve for x in 4(sin(x-pi))(cos(x-pi)) = sqrt2 ?
-
What are 2 consecutive odd integers whose sum is 176?
-
How do I prove this equation is an identity?
Secx-Cosx/Secx=Sin²x
-
What is OP?
-
How do you integrate #\int {\frac { 1} { 1+ x ^ { 2} } - \frac { \cos x } { \sin ^ { 2} x } \} d x#?
-
What is #int -x/ (x^2 -2x +1)dx#?
-
What is the second derivative of #(f * g)(x)# if f and g are functions such that #f'(x)=g(x)# and #g'(x)=f(x)#?
-
Prove that #2cot(x/2) (1-cos^2(x/2))#is identical to #sinx# ?
-
What is the derivative of # x ln(arctan x)#?
-
How do you solve the equation #(ln x)^2 = (ln x)^3#?
-
If f(x) is an even function and g(x) is an odd function, how do you prove that h(x) = f(x) * g(x) is odd?
-
Can you multiply a 2x2 matrix by a 3x3 matrix?
-
Differentiate #y=sqrt(x^2)+sqrt(4x)-sqrt3 ?
-
What is the antiderivative of #lnx#?
-
How do you use Integration by Substitution to find #intx/(x^2+1)dx#?
-
True or false statement?
-
Solve tan x - sqrt3 = 0 on the interval [0,2pi)?
-
How do you evaluate the integral #int3^(x) dx#?
-
Relative to an origin O, the position vectors of points A, B and C are given by
#vec(OA)= 0uli + 2ulj + (-3)ulk #
#vec(OB)= 2uli + 5ulj + (-2)ulk #
#vec(OC)= 3uli + pulj + qulk #
(i) In the case where ABC is a straight line, find the values of *p* and *q?
-
Y=logx? Give it's derivation.
-
How do you solve # |6x + 3| = 6#?
-
How do you find the distance betweeen two parallel lines in #3# dimensional space?
-
Under what non-trivial circumstances does #(A+B)^2=A^2+B^2#?
-
Evaluate the integral with hyperbolic substitution. ?
-
What is the integral of #(lnx+x^2e^x)/x#?
-
How can i integrate #1/(x^8-x)#?
-
What is the volume of the solid produced by revolving #f(x)=cotx, x in [pi/4,pi/2] #around the x-axis?
-
How do you find the integral of #int (1 + cos x)^2 dx#?
-
How do you write the equivalent logarithmic equation #e^-x=5#?
-
Can you help me Transform from a polar to a rectangular equation?
-
How do you solve #absx − 8 = −5#?
-
How do you integrate #int (2x+5)(x^2+5x)^7dx# using substitution?
-
What is the instantaneous velocity of an object moving in accordance to # f(t)= (2sin(2t+pi),tcos2t) # at # t=pi/3 #?
-
What is the midpoint of the segment whose endpoints are (-1, 4) and (3, 6)?
-
How do u prove tan (x ) = sec (x )-1?
-
How do you integrate #3/((x-2)(x+1))# using partial fractions?
-
What is the distance between #(–2, 0, 1)
# and #(0, 4, –2)
#?
-
How many different arrangements can be made with the letters in the word ZEBRA?
-
How do you differentiate #f(x)=(x-3)/(x+3)^2# using the quotient rule?
-
#5x+5y=40, x+y=8#. What is the solution?
-
How do you differentiate #y=e^(-x/4)#?
-
How do you evaluate the integral #int x^4/(x^2-1)dx#?
-
Integrate (5-3sqrtx)^2 dx?
-
How do you evaluate #5+4times(2+7)#?
-
How do you simplify #(5x^-4)/x^-9# and write it using only positive exponents?
-
The function y=sin x + cos x is a solution to which differential equation a. Y+dy/dx =2sinx, b. Y+dy/dx=2cosx or c. dy/dx-y=-2sinx?
-
Simplify #sqrt(-64)#?
Thanks
-
Take light diet lest you____ fall ill.
Which modal is required here?
Please tell me
-
Need help with this question, The operation * is defined over R by x*y = (x-y)^2. Find 2*3?
-
Consider the word ROTOR. Whichever way you read it, from left to right or from right to left, you get the same word. Such a word is known as palindrome. Find the maximum possible number of 5-letter palindromes ?
-
#y=Pe^(ax) + Qe^(bx)#
Show that #(d^2y)/dx^2-(a+b)dy/dx+aby=0#?
-
How do you prove tan²(1+cot²)=1/1-sin²?
-
How do you solve x+y=3 3x-y=17?
-
Integral x^3 e^-3 ?
-
How do you solve #\sin ( x + 4) = \cos ( 2x - 1)#?
-
Next