{y=3+4xy=9+3xa) (8,35)When substituting the point into the first equation you get y= □ which isSince the point (8,35)Select an answerSelect an answerWhen substituting the point into the secondSelect an answera solution to the given system.equation you get y= □ which isSelect an answerb) (11,42)When substituting the point into the first equation you get y= □ which isSelect an answerWhen substituting the point into the second equation you get y= □ which isSelect an answerc) (6,27)When substituting the point into the first equation you get y=□ which isSelect an answerSince the point (6,27)Select an answerWhen substituting the point into the secondSelect an answera solution to the given system.equation you get y= □ which isSelect an answer Get tutor helpEstimate the solution to the system of equations.You can use the interactive graph below to find the solution.{y=4x−2y=x+3Choose 1 answer.(A) x=32,y=432(B) x=132,y=332(C) x=32,y=332(D) x=132,y=432y Get tutor helpEstimate the solution to the system of equations.You can use the interactive graph below to find the solution.{y=4x−2y=x+3Choose 1 answer:(A) x=32,y=432(B) x=132,y=332(C) x=32,y=332(D) x=132,y=432 Get tutor helpKhan Academy Donate ^{(3)} embongw s blazing! 2 week streak Level 15 111//111 skills Production is profitable only when revenue is greater than cost. The monthly profit of a company selling x units is given by the quadratic function: P(x)=−2001x2+30x Which of the following equivalent expressions displays the break-even point as a constant or coefficient? Choose 1 answer: (A)−2001((x−3,000)2−9,000,000) (B)−2.001(x−3,000)2+45,000 13 of 13 Skip Check ENG US (j)) 2024−0 Get tutor help10,13,16,19,…He comes up with s(n)=7+3n.What domain should David use for s so it generates the sequence?Choose 1 answer:(A) n≥0 where n is an integer(B) n≥0 where n is any number(C) n≥1 where n is an integer(D) n≥1 where n is any number Get tutor help(IS)fint a=2200sec2250flued =+230200,250,300,350…anSn=2ad=50=305n=2n(2a+(n−1,d)A) 200B) 250C) 300D) 350 Get tutor helpDirection (Q. Nos. 25−30) This section contains 6 questions. When fom 0 to 9 (both inclusive).25 The function f:[2,∞)→Y defined by f(x)==x2−4x+5 is both one-one and onto, if Y∈[a,∞), then the value of a is26 If f(x)=(34a−7)x3+(a−3)x2+x+5 is one-one function, where a∈[λ,μ], then the value of ∣λ−μ∣ is27 Let f be a one-one function with domain {x,y,z} and range {1,2,3}. It is given the exactly one of the following statements is true and remaining two are false, f(x)==x2−4x+50, then f(x)==x2−4x+51 is28. If f(x)==x2−4x+52, number of functions from f(x)==x2−4x+53 to f(x)==x2−4x+54 such that range contains exactly 3 elements is f(x)==x2−4x+55, then the value of f(x)==x2−4x+56 is29 If f(x)==x2−4x+57, then f(x)==x2−4x+58 is equal to30 If f(x)==x2−4x+59 be a polynomial of degree 4 with leading coefficient 1 satisfying Y∈[a,∞)0, Y∈[a,∞)1, where Y∈[a,∞)2, then the value of Y∈[a,∞)3 is Get tutor help