Math, asked by encabovincec, 10 months ago

c) A computer shop charges P20.00 per hour (or a fraction of an hour) for
the first two hours and an additional P10.00 per hour for each
succeeding hour. Find how much you would pay if you used one of their
computers for:
1) 40 minutes
2) 3 hours
3) 150 minutes​

Answers

Answered by geethashreya100
4

Answer:

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Math, 11.08.202009389706948

26 A computer shop charges P20.00 per hour (or a fraction of an

hour) for the first two hours and an additional P10.00 per hour for

each succeeding hour How much you would pay if you used one of

their computers for 3 hours?

a P20.00 b P30 00 P60.00

d. P100.00

For item numbers 27-28

(x)=2r-1 and (x)=x2-42-4

27

What is (f+g)(x)?

1 x²-

2-5

c. - 2x-5

d x²+2x-4

28 What is g(x)?

a 2.-9.x2-4x+4

c. 23-9x2-4x-4

b 2x3-6x2-ax

d. 2x3+92-4

For (29-31). A Lechon Manok store has an average of 5,000 customers per

week and sells for P225 per whole - grilled chicken. Because of increased

labor and production costs, the store owner needs to increase the price of

the grilled chicken. The owner is aware of the results of the survey that for

each P10 increase in price, the number of customers decreases by 12.

29. Write a function rule that describes the increased price per

chicken

a f(x) = x +12

b. f(x) = x +25

C fix) = x+50

d fx) = x +10

30

Write a function rule that describes the reduced number of

customers after the increase in price

a f(x) = (500-12)(x+12)

b. f(x) = (500-25)(+10)

cf(x) = (500-12)(x+10)

d. f(x) = (500-50)(x+10)

31. How much income would be realized by the owner if the

decides to increase the original price to P235?

a f(235) = 1.175.000

b. f(235) = 1.172.180

c. f(235) = 1.172.650

d f235) = 1.170.000

32

Given the polynomial function f(x)=24+8x-6x2-2x3, what is the

degree of the polynomial?

a 3rd b. 1st

c. 4th

d. 2nd

33

Find the perimeter of the fence if one side has length 10

meters?

a 100 m

b 200 m

e 116 m

d 400 m

A rational equation is a ratio of two polynomials.

True statement

c. Cannot be determine

b False statement

d. Neither true nor false

35

in determining rational equation, what important properties

must you observe?

- If the equation contains rational expressions

b. If the numerator of the fraction is a polynomial

c if the denominator of the fraction is a polynomial

d. All of the above

36

A rational inequality is an inequality that involves rational

expression

A. True

B. False

C. Neither true nor false

D. Cannot be determined

37 What is common between rational inequality and rational

equation?

a. The mathematical symbol used are the same.

b. It contains at least one fraction whose numerator and denominator

are polynomials

cThe rational expressions are compared

d its form is the same

38 Which of the following best describe a rational function?

a. A rational function is a ratio of two polynomials

b. A rational function is an equation involving rational expressions.

c. A rational function is combining two polynomials

d. A rational function is a ratio of two polynomial functions.

39. The denominator of a rational function may be equal to zero.

a True the function will also be equal to zero.

b. False, the numerator will also be equal to zero

c. True, the function can still be define

d False the function will be undefined

=what would be the LCD of the rational

expressions?

a 3 b x-3 c.3x(x-8)

Which of the following is NOT a solution > 2?

A.1 b. -1 c. 0

42.Which of the following values are the zeroes of the numerator

a 2 and -2

b 9 and -9

c. 3 and - 3

Far (43 to 48). Given

43 What is the domain?

a. (XER X=-3)

b {XERX#3}

c. {XERx+#2)

d. {XER]x-2)

What is the range

a LYERly#1)

b [VER]y#2)

c véR #3}

d. [YER|y4)

x=3

45What is the vertical asymptote?

A.×=3

B. ×=-3

C. = -2

D.×=2

46 What is the horizontal asymptote?

A.0

b. y=1

c. y=2

d y=3

For (47 to 48) Given the function fix) = 4x + 3/x-2

What is its domain?

A. All R except - 2

b. All R except - 2

C. All Rexcept + 4

d. All R except - 4

What is the value of its range?

AAll R except - 2

b. All R except - 2

CAll R except + 4

d. All R except - 4

49 What is its vertical asymptote?

A +2

b -2

C+4

D-4

50 What is its horizontal asymptote?

A + 2

B - 2

C + 4

d-4

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