Every week, Carla orders 5 cans of fo Let c represent the number of cats an cat food. Complete the equation that represents the re Cf 6 30 35 8 40 45 •C %3D You answered: f = f

Q: Show that the equation x+y* : integer. 100 has no solution when each of x and y is a positive

A: To show x4+y4= 100 has no solution when each of x and y is a positive integer.

Q: a Example: Suppose that det d det? с b+c 11a det fe+f -11d h+i -11g. Lg h determinant using…

A:

Q: 1.  When 2 variables are related, what does it mean to say that one is the independent variable and…

A: 1. When two variables are related, one is regarded as the independent and the other is the…

Q: . The equations x + y = 2 and 2x + 2y = 8 are examples of equations which are

A:

Q: Derive the Monge’s subsidiary equations.

A:

Q: You are given a real number N. How should you write it as a sum of two real numbers so that their…

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Q: Expand and simplify to express each equation in standard form. [2, 2, 2, 3, 3, 2] a) y = (x +5)(x +…

A: Disclaimer: Since you have posted a question with multiple sub-parts, we will solve first three…

Q: 6 Solve for X 3.6.1 2x-17 = 83 3.6.2 5(x+1)= 2(x+7) 3.6.3 4(x+2) = 16+ 2(x-1)

A: as per bartleby guidelines i can solve only first three

Q: + k-a a 거+a a-k

A: Given:   ya=-xk-a+1 To Prove: y=aa-kx+a

Q: either of the answer is incorrect.

A:

Q: Compute (3, -3,1) • (-1, -3, -4). (3, − 3,1) • ( − 1, − 3, -4)= (Simplify your answer.) - -

A:

Q: 3x+ 4xx+16x+20x+9 (x -2Xx*+3)'

A:

Q: Solve xi + 2x2 + 4x3 + X4 = 21 2x1 + 8x2+ 6x3+4x4= 52 3x1 + 10x2 + 8x3 +8x4 = 79. 4x1 + 12x2 +…

A: To solve given system of equations.

Q: 3 dy find dx If y = 6x+ 5. x=1

A: We use the derivative formula     ddxxn=nxn-1

Q: | (x - i) i=-1

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Q: = If a=e- and f(x) =a, +4,X,Then find the value of f(x)+f(a)+..f(ax), Independent of a.

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Q: Show that the equation Z+22³ +37² +4Z+ 5 = 0 has no root which is either purely real or purely…

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Q: Solve for X. X = 5 -9] 5 +4X = -5 5 -9 2

A:

Q: Determine whether the equation x² + 1 = 0 has a solution in F3.

A:

Q: Let A 1 0 6 2 -1 2 -1 4 5 and b 2 2 Solve the equation Ax = b.

A: Given: Let Matrix A=12-10-14625 and b=22-2. To Find:Solve the equation Ax=b.

Q: 15. Solve log5(5 – 3x) - 2log5(7 + x) = 1 %3D

A: We can find the answer as below

Q: Write down everything you know about the equation y=mx+b. You should include what this general…

A: Given equation y=mx+b. The objective is to write down everything about the equation.

Q: Let Does the equation AX 303 4 1 4 1 €FX4 5 2 2 034 b have a solution for each b in F4x1? Justify…

A: (.)  Given,               (.)  Let  is a   matrix ,  is an  vector and    is an  vector then system…

Q: If  x3 + y3 = 30, x+y =6, then 1/x+1/y = ?

A: We need to find,

Q: 3. Find the intersection of ₁ and ₂: ₁2+ 4y-32= -9 ₂: 4r +9y+2z=-1

A: Given planes equations:- π1: x+4y-3z=-9π2: 4x+9y+2z=-1

Q: Let a and b represent real numbers. Describe the possible solution sets of the (linear) equation ax…

A: Given:Let a and b represent real numbers. Describe the possible solution sets of the (linear)…

Q: If the roots of ax² + bx - 2 = 0 are a + b = 1+√3 3 I what is a+b?

A:

Q: Derive the formula for the False Position Method

A: Derive using the concept of similar triangles.

Q: Show that the equation 2³ + 3y3 = 923 has no solution in integers, other than x = y = z = 0.

A: Suppose that, x3+3y3=9z2 has a non-trivial solution, that is other than (0,0,0), and minimal.

Q: 1 0 -2 4. Let A = -3 1 4 Find the third column of A-1 with- 2 -3 out computing other columns.

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.