SocialTwist Tell-a-Friend

Ask a Question? Get an Answer!


Question: The sides of a right triangle that form right angle are __________.


A ) Perpendicular
B ) Parallel
C ) Either A or B
D ) None of the above

Steps to derive

1 Any two lines making a right angle are perpendicular.

2 The sides of a right triangle that form right angle are perpendicular.



Hence the right answer is Option A

Click Here To Go Back


Few Other Questions -

  • Find the ratio of the total surface area of a hemisphere to its volume. Let r be the radiu..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + ..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + (r..
  • Divide using synthetic division. Express your answer as: dividenddivisor = quotient + rema..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + (r..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + (..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + (r..
  • Divide using synthetic division. Express your answer as: (dividenddivisor) = quotient + (r..
  • Divide using synthetic division. Express your answer as: dividenddivisor = quotient + rema..
  • Divide using synthetic division. Express your answer as: dividenddivisor = quotient + rema..
  • Find the value of c that will make the given divisor a factor of the dividend.x3 -&nb..
  • Find the value of d that will make the given divisor a factor of the dividend.4x3+4x2 ..
  • Find the value of d that will make the given divisor a factor of the dividend. 2x3+4x2&n..
  • Find the value of c that will make the given divisor a factor of the dividend.x3 -&nb..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:(dividenddivisor) = quotient + (re..
  • Divide using synthetic division. Express your answer as:dividenddivisor = quotient + remai..
  • Find the value of g that will make the given divisor a factor of the dividend.(x3 + 2x2 - ..
  • Find the value of k that will make the given divisor a factor of the dividend.(z3 + kz2 + ..
  • Find the period of the function y = tan 10x...
  • What is the period of the function y = - 13 tan 4x ?..
  • Find the period of the function y = 4 cot 4x...
  • Find the period of the function y = 97 cot (x4)...
  • What is the period of the function y = - 54 sec 20x ?..
  • Find the period of the function y = sec 18x + 98...
  • Find the period of the function y = 3 csc (x3)...
  • Find the period of the function y = - 2 csc (23x)...
  • For what value of the function y = tan 2x is undefined?..
  • For what value of the function y = 3 cot (x2) is undefined?..
  • For what value of the following the function y = - 8 sec x is undefined?..
  • For what value of the following, the function y = 17csc x is undefined?..
  • For what value of the function y = 5 tan (x2) is defined?..
  • Which of the following is True for the function y = cos x?..
  • Which of the following is true for the function y = csc x?..
  • Which of the following function is an odd function?..
  • Which of the following functions is an even function?..
  • Sketch the graph of y = tanx for - 2π ≤ x ≤ 2π. Discuss its period and amplitu..
  • Choose the graph of y = - 2cotx for - 2π ≤ x ≤ 2π. Discuss its period and ampl..
  • Sketch the graph of y = - sec 2x for - 3π2 ≤x ≤ 3π2. Discuss its period and am..
  • Sketch the graph of y = 12csc x, for - 2π ≤ x ≤ 2π. Discuss its period and a..
  • Choose the graph of y = 2tanx + 1, for - 2π ≤ x ≤ 2π. Discuss its period and a..
  • Choose the graph of y = 2cot(x2), for - 2π ≤ x ≤ 2π. Discuss its period and am..
  • Sketch the graph of y = sec x - 1, for 0 ≤ x ≤ 2π. Discuss its period and amplitu..
  • Two vectors are equivalent if ______..
  • Two vectors are said to be opposite if ______..
  • The resultant vector of PQ→ + PR→ is _________ ...
  • The resultant vector of A→ + B→ is ________ ...
  • A vector quantity has _________ ...
  • A vector quantity is represented by ______ ...
  • Use the vectors in the figure to choose the resultant of T→ - V→. ..
  • Use the vector in the figure to draw 4 · A→. ..
  • Use the vector in the figure to draw - 2 · T→. ..
  • Use the vectors in the figure to find the resultant of AB→ + P→. ..
  • If PQ→ has a magnitude of 4 and a direction of 70° then, the x and y-components ..
  • If AB→ has a magnitude of 12 and a direction of 105° then the x and y - component..
  • If OA→ has a magnitude of 6 and a direction of 35° then the x and y-components of..
  • If T→ has a magnitude of 22 and a direction of 160°, then the x and y-components ..
  • If S→ has a magnitude of 18 and a direction of 225° then the x and y - components..
  • Use the vectors in the figure to find the resultant of A→ + B→ + C→...
  • Use the vectors in the figure to find the resultant of A→ + B→ + D→...
  • Use the vectors in the figure to find the resultant of A→ + B→ - C→...
  • Use the vectors in the figure to choose the resultant of B→ - C→ + D→...
  • Use the vectors in the figure to draw 2(P→ + Q→)...
  • Use the vectors in the figure to draw P→ - 2·Q→...
  • The bearing of a vector is the angle measured clockwise from the __ around to the vector...
  • An airplane is flying in a direction of 42° from north with 150 mi/h. The wind is blow..
  • Two forces of 10 lb and 24 lb act on a body at right angles. Find the resultant force...
  • Two forces of 42 lb and 34 lb act on a body and the resultant force is 52 lb. Find the mea..
  • What is the volume of a body bounded by the planes x = 2, x = 7 whose area of cross sectio..
  • If x is the distance from the origin to the cross section perpendicular to x-axis of a sol..
  • A(x) = x2 + 6x represents the area of cross section perpendicular to x-axis of a solid whe..
  • A square based pyramid of height 8 cm is resting on x-axis so that its square cross sectio..
  • Find the volume of a cone of radius r and height h ...
  • The base of a solid is a circle of radius 4 units. If each cross section of the solid per..
  • The base of a solid is a circle of radius 3 units. If each cross section of the solid perp..
  • The base of a solid is a circle of radius 2 units. If each cross section of the solid per..
  • A solid is lying alongside the interval [0, π4] on the y-axis. 9sec y tan y is the area..
  • What is the volume of a solid bounded by the planes x = 1, x = 3 whose area of cross secti..
  • The volume of a solid bounded by the planes x = π4, and x = π2, whose area of cross ..
  • If x is the distance from the origin to the cross section perpendicular to x-axis of a sol..
  • A(x) = 15tan x is the area of cross section perpendicular to the x-axis of a solid, where ..
  • A(x) = (8x) is the area of cross section perpendicular to the x-axis of a solid where x is..
  • A solid is resting on the x-axis whose cross section is perpendicular to x-axis. The area..
  • A(x) = 13sin x + 13cos x is the area of the cross section perpendicular to x-axis of a sol..
  • The cross section of a cake is perpendicular to x-axis. The area of cross section of the ..
  • A solid is resting on the x-axis whose cross section is perpendicular to x - axis. The are..
  • A(x) = kx4 is the area of the cross section perpendicular to x-axis of a solid where x is ..
  • A(x) = kxex is the area of the cross section perpendicular to x-axis of a solid where x is..
  • A(x) = 12xsec2x is the area of the cross section perpendicular to x-axis of a solid where ..
  • A(x) = 8x cosec2x is the area of the cross section perpendicular to x-axis of a solid wher..
  • A(x) = 15x2 + 4x + 9 is the area of the cross section perpendicular to x-axis of a solid w..
  • A(x) = x sin(π4+x) is the area of the cross section perpendicular to x-axis of a solid ..
  • A(x) = x cos ((π4) + x) is the area of the cross section perpendicular to x-axis of a s..