Answers created by Monzur R.
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Whats the answer to #3 + p = 8#?

How do you solve #\frac { 3} { 7} =  \frac { 1} { 3} u + \frac { 1} { 2}#?

How do you simplify #i^59#?

What is the #intx(x+1)^3"d"x#?

Why sugar solution cannot be electrolyzed although salt solution can be electrolysed?

What is the process to calculate #sqrt(0.9)#?

How do you find the derivative of the function #y = sin(cos(sinx))#?

How do you find the derivative of #cos^2(2x)#?

How to integrate #int_(1"/"2)^1 4^x "d"x#?

Find the inverse of #f(x) = (x1)/(x+1)# and then find #(f@f^1)(x)#?

How do you find the integral of #1/(x^(1/2))sin(x^(1/2))#?

How do you evaluate the limit of #lim_(x>0)(1+x+2^xcosx)#?

What is the answer to this math question?

#intsinx/cos^2x "d"x#?

What does #sin(arccos(2))+tan("arccsc"(4))# equal?

What are the protein producing structures the rough ER is dotted with called?

(5x4)²= ?

How do you evaluate #cot(pi/2)#?

How do you test the improper integral #int absx(x^2+1)^3 dx# from #(oo, oo)# and evaluate if possible?

What is the derivative of #sec^2 (x)  tan^2 (x)#?

What is the difference between mitosis and apoptosis?

Csc x over cot x?

Integrate #1/(4+x^2) dx# ?

Can you simply/ perform the following division?

PARTIAL DERIVATIVE: Compute #(del^2g)/(delxdely)# and #(del^2g)/(delydelx)# for the function #g(x,y)=(1+y^2)e^(x^2y)# and show that they are both equal?

#5.85# #"g"# of #"NaC"l# is dissolved in #500# #"ml"# of water. What is the molarity?

Prove that
#(sin 3 x + sin x) sin x + (cos 3x  cos x) cos x = 0# ?

How do you determine which is greater #(3^5)^4# or #3^10#?

#d/dxsinx cosy#?

#x^3+i =0#
Find all complex number solutions. Write in trigonometric form.
I know I need to find r and the angle. Need help with the steps?

How do you simplify #(72i)(64i)#?

What is the Integral of #tan^3 3x * sec3x dx#?

Integrate #intsqrt(9x^2)"d"x#?

Find #d/dx x^(x^x) #?

What is #int "arccot"x dx#?

Limit of #lim_(x→0^+)(e^x+x)^x#?

Induction. Prove that n=k+1 on a rather tricky example (for me). Help needed?

How do you integrate #sec^3x "d"x#?

Why is #"C"l^# a Lewis base?

How do you find the integral of #csc^2x/cot^3x dx#?

How do you add #(2+9i)+(57i)# in trigonometric form?

How do you integrate #1/(1+tanx) dx#?

How do you find the sum of the finite geometric sequence of #sum_(i=1)^100 15(2/3)^(i1)#?

How many cells are produced at the end of meiosis?

What is the limit of #x^(1x)# as x approaches 1?
The hint is "Use the properties of logarithms to simplify the limit". But I just can think in the straight answer 1, by substitution. Can someone develop in steps using this hint, please?

How do you factor #a^3b^6b^3#?

Since proteins should not be present in urine, how can the human chorionic gonadotropin (hCG) be present in urine during pregnancy? Does it pass through the filter in Bowman's capsule?

How do you write this complex number in rectangular form #sqrt8 "cis"(pi/3)#?

How do you prove that #sec xcot x = csc x#?

#(2x+y)+(3x4y)i=(x2)+(4y5)i#
Find x and y..?

How do you evaluate the function #p(x)=x^22# for #p(6)#?

How do you simplify #(23sqrt(x))^2#?

How do you solve # 4 x ^2 − 15 x = 3 #?

How do you solve #x/42=10#?

In a sequence the nth term is given by the expression n^+n, explain why none of the terms of this sequence can be an odd number?

How to create a personal identity numbers (PINs) that are made up of 5 repeated digits?

How do you solve for t #A= Ba^(ct)+D#?

How do you express the complex number in trigonometric form #2(cos 180° + i sin 180°)#?

How do you solve #3u ^ { 2} + 3=  10u#?

How do you write the polar equations for # x = 3#?

How can two organisms have the same phenotype but different genotypes?

What is the complex conjugate of #43i#?

What is the antiderivative of #sqrt(x+3)#?

What is the difference between RNA and DNA?

How do I find the limit as #x# approaches infinity of #x^3/(3x)#?

How do you simplify #(sqrt12  sqrt2)(sqrt12 + sqrt2)#?

What is the antiderivative of #tan(x)#?

How do you find the exact value of sin 5Pi/4?

How do you find the derivative of # log 4^(x^2)#?

Evaluate the integral with hyperbolic or trigonometric substitution. ?

Integrate ln (1/x) dx =?

How to evaluate this logarithmic function?

How do you take the derivative of # tan^2(3x)#?

How are polysaccharides (carbohydrates), fats, and proteins broken down?

How do you differentiate #sin^2(3x)#?

How do I evaluate the indefinite integral
#intcot^5(x)*sin^4(x)dx# ?

Can more than one sperm enters the egg?

If an organism had 20 chromosomes, how many chromosomes would the daughter cell have after mitosis? After meiosis?

During which phase of meiosis does cytokinesis occur?

Using synthetic division, I solved the equation below, however, I'm stuck trying to write it in the following format #" dividend"= "quotient" * "divisor"+ "remainder"#?
#x^33x^2+7x1 : x3#
thanks in advance

What is Lymphocytes?

How to solve sin5x = sin3x?

How can stem cells be used to treat disease?

How do you prove # cos^4(x)  sin^4(x) = cos(2x)#?

What is a triglyceride made of?

How do you simplify #[sqrt2(cos((7pi)/4)+isin((7pi)/4))]div[sqrt2/2(cos((3pi)/4)+isin((3pi)/4))]# and express the result in rectangular form?

#y=sin^2(lnx^2)# What is #dy/dx# ?

How do you integrate #intdx/ sqrt(x^2  a^2)#?

Prove that #(1+tan^2x)cos^2x=1#?

How do you determine if the function is a onetoone function and find the formula of the inverse given #f(x) = 5x^3  7#?

Solve for x in radians sec2x = 2 ?

How do you simplify #sqrt(–(–7)^2)#?

How doyou find the derivative of #2sinxcosx#?

Why do plant cells that transport water against the force of gravity contain many more mitochondria than other plant cells do?

What is the limit of #7/4(x1)^2# as x approaches 1?

Please see picture! What is the solution in terms of natural logarithms? and the other question. Thanks!

#tanxsinx + cosxtanx=#?

Evaluate the integral by converting to polar coordinates# \int_{0}^{sqrt3} \int_{y}^{sqrt(4y^2)} (dxdy)/(4+x^(2)+y^(2))#.?

When a protein such DNA ase enzyme gets denatures with heat, it means that
which option is correct?

How do you determine if the series the converges conditionally, absolutely or diverges given #sum_(n=1)^oo (1)^(n+1)arctan(n)#?

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