Evaluate the piecewise function at the given values of the independent variable.2x+5if x
Image Transcriptionclose
Evaluate the piecewise function at the given values of the independent variable. 2x+5 if x <0 f(x) 3x+6 if x2 0 (a) f(-3) (c) f(3) (b) f(0) (a) f-3) (b) f(0)- (c) f3)- Enter your answer in each of the answer boxes Take a Test CHRIS... Quizzes & Tests In...
Since -3 is less than 0, so we have to use the first part of the function where f(x)= 2x+5 if x<0.
Answer(a): f(-3)=-1
Image Transcriptionclose
f (x)-2x+5 f(-3) 2(-3)+5 f(-3)=-6+5 f (-3)=-
Since the second part of the function has x>=0 , so we have to u...
Image Transcriptionclose
f (x) 3x+6 f(0)-3(0)+6 (0)=6
Math
Algebra
Other
Related Algebra Q&A
Find answers to questions asked by student like you
Show more Q&A addQ: 72 voters are asked to rank four brands of soup: A, B, C, and D. The votes are summarized in the fol...
A: Since we are entitled to answer up to 3 sub-parts, we’ll answer the first 3 as you have not mentione...
Q: Simplify the expression 4 (10n^2-2) -5 (8n^2+4)
A: Consider the given expression
Q: Graph. (If there is no solution, enter NO SOLUTION.){x | x > −2} ∪ {x | x < 1}
A: {x | x > −2}
Q: Collect like terms and then arrange them in descending order.-x+5/8+30x^3-x-1/2-3x^3
A: Here the given expression is
Q: Solve by completing this square m2+3m-40=0
A: We first add 40 to both sides.
Q: Ay The functions f(x)= 0.0875x-1.3x+61.7 and gox) = 0,0875x + 1.9x+11.1 model a car's stopping dista...
A: In order to find the stopping distance that exceed the length of one and one-half football fields, o...
Q: How do you find the zeros and multiplicity of the function x^3+5x^2+7x+3 given that one zero is -1
A: Consider the given function:
Q: Explain why it is important to understand the base for a number as well as the value.
A: In the standard numerical system, the base is the number which is used to represent the value of the...
Q: Solve the inequality (x-3)(x-5)^2<0 Select all the intervals below that are included in the solut...
A: The given inequality is (x-3)(x-5)^2<0
