Maths-

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### Question

#### If do not differ by a multiple of and if Then k equals

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#### The correct answer is:

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### Related Questions to study

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#### From the figure AOC=

#### From the figure AOC=

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#### In ABC, D,E,F are the midpoints of sides BC, CA and AB respectively then ar

#### In ABC, D,E,F are the midpoints of sides BC, CA and AB respectively then ar

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#### When the solute has been added in the solution, then following observation can be made ?

#### When the solute has been added in the solution, then following observation can be made ?

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#### B can be obtained from halide by van Arkel method. This involves reaction

#### B can be obtained from halide by van Arkel method. This involves reaction

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#### If then =

#### If then =

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#### =

#### =

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Element Element M belonging to group 13 can be

Element Element M belonging to group 13 can be

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#### In

#### In

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#### In the given figure, ABCD is a Parallelogram then ar (AFB) is

#### In the given figure, ABCD is a Parallelogram then ar (AFB) is

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#### In the following figure, if ABC is circumscribed over the circle, then x =

#### In the following figure, if ABC is circumscribed over the circle, then x =

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#### ABC is an Isosceles Triangle inscribed in a Circle such that AB = AC = 17 cm, BC = 16 cm then radius of Circle =

#### ABC is an Isosceles Triangle inscribed in a Circle such that AB = AC = 17 cm, BC = 16 cm then radius of Circle =

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#### In the given fig. if C is the centre of Circle PQC = 25° and PRC =15° then QCR = i

#### In the given fig. if C is the centre of Circle PQC = 25° and PRC =15° then QCR = i

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#### In the following fig. the diameter CD of a Circle is perpendicular to the chord AB. If AB=12 cm and CM = 2 cm. Find radius of Circle.

#### In the following fig. the diameter CD of a Circle is perpendicular to the chord AB. If AB=12 cm and CM = 2 cm. Find radius of Circle.

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#### ABC is an equilateral triangle of side 6 cm, a Circle with centre ‘O’ passes through the verticles ABC. Find radius of Circle

#### ABC is an equilateral triangle of side 6 cm, a Circle with centre ‘O’ passes through the verticles ABC. Find radius of Circle

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#### From the fig. segments shown are tangents then x =

#### From the fig. segments shown are tangents then x =

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