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cc Bill breaks a stick that is 107 cm into two pieces. Find the length of one piece if the length of other piece is 28 cm.
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cc Solve for m:
13 + 13(- m + 2) = 8m - 3(5 + m) cc |
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| cc Solve for m: 12 + 12(- m + 7) = 15m - 8(7 + m) cc |
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| cc Find the value of y in the equation 7y - 2 = y + 16 . cc |
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cc Solve the equation 11(m - 3) = 5m + 2, for the value of m.
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| cc What is the value of x, if 2(x - 4) + 13 = 3x + 20? cc |
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| cc What is the value of x, if 3(x - 3) + 12 = 2(x - 2) + 6? cc |
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| cc Solve for m: 10 + 10(- m + 4) = 11m - 5(6 + m) cc |
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cc Solve for m.
11 + 11(- m + 6) = 15m - 7(8 + m)
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cc Solve:
9x + 2 + 4(1 + 6x2) = 8(4 - x) + 24(x2 + 1) cc |
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cc A parking lot has 128 vehicles, which includes both two-wheelers and four-wheelers. How many vehicles of each type are there in the parking lot, if the number of four-wheelers is 80 more than the number of two-wheelers?
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| cc Solve for m: 12 + 12(- m + 3) = 12m - 4(8 + m) cc |
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| cc Solve for m: 11 + 11(- m + 7) = 13m - 8(5 + m) cc |
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B Solve:
3x + 5 + 4(2 + 8x2) = 3(1 - x) + 32(x2 + 1) B |
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B The perimeter of a rectangle is represented by p = 2(l + b) where p, l and b are the perimeter, length and width respectively. Solve for l.
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B The gravitational force between two particles of masses m1 and m2 is given by F = K · m1m2r2, where K is the constant of proportionality and 'r' is the distance between two particles. Solve for 'K'.
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B The distance (S) moved by a body is given by, S = ut + 12at2, where t is the time in seconds, u is the initial velocity and a is the acceleration. Solve for a.
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B Paul breaks a stick that is 125 cm into two pieces. Find the length of one piece if the length of other piece is 35 cm.
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| B The formula for the volume of a rectangular pyramid is V = (13) lwh. Find the height (h) of the pyramid. B |
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| B The formula P = 2π L9.8 shows the relationship between the period P (in seconds) of a pendulum and the length L (in meters) of the pendulum. Solve the formula for L. B |
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| B Find the value of y in the equation 6y - 3 = y + 22 . B |
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B Solve the equation 14(m - 1) = 3m + 3, for the value of m.
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| B What is the value of x, if 3(x - 3) + 16 = 4x + 25? B |
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| B What is the value of x, if 5(x - 5) + 40 = 4(x - 4) + 28? B |
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B A parking lot has 158 vehicles, which includes both two-wheelers and four-wheelers. How many vehicles of each type are there in the parking lot, if the number of four-wheelers is 42 more than the number of two-wheelers?
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B The formula C = 59(F - 32) is used to convert temperature from Celsius (C) scale to Fahrenheit (F) scale. Which of the following choices best suits the conversion of temperature from Celsius scale to Fahrenheit scale?
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B Tony breaks a stick that is 70 cm into two pieces. Find the length of one piece if the length of other piece is 42 cm.
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B Solve :
6x + 3 + 3(3 + 9x2) = 7(2 - x) + 27(x2 + 2) B |
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| B Find the value of y in the equation 5y - 3 = y + 5. B |
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| B Solve the equation 11(m - 1) = 3m + 1, for the value of m. B |
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B What is the value of x, if 2(x - 2) + 9 = 3x + 16?
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B What is the value of x, if 4(x - 4) + 24 = 3(x - 3) + 15?
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| B A parking lot has 112 vehicles, which includes both two-wheelers and four-wheelers. How many vehicles of each type are there in the parking lot, if the number of four-wheelers is 46 more than the number of two-wheelers? B |
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B Use the change of base formula to evaluate log7 23.
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| B Use the change of base formula to evaluate log8 20. B |
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