Maths-
General
Easy
Question
Identify linear pairs and find ![m straight angle E B C text . end text](data:image/png;base64,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)
Hint:
- Linear pair is a pair of adjacent angles where non common sides forms a straight line.it can also be defined as two adjacent angles that add up to 180 degrees.
The correct answer is: 63 digres
- We have been given a figure in the question mainly named as ABCDE and an angle measuring 117 degrees.
- We have to identify linear pairs and find 𝑚∠𝐸𝐵.
Step 1 of 1:
We have given a figure
![](data:image/png;base64,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)
Here we can see that ABC forms linear pair
So,
![straight angle A B E plus straight angle C B E equals 180 to the power of ring operator](data:image/png;base64,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)
Now put ![straight angle A B E equals 117 to the power of ring operator](data:image/png;base64,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)
![table attributes columnalign right left right left right left right left right left right left columnspacing 0em 2em 0em 2em 0em 2em 0em 2em 0em 2em 0em end attributes row cell straight angle A B E plus straight angle E B C equals 180 to the power of ring operator end cell row cell 117 to the power of ring operator plus straight angle E B C equals 180 to the power of ring operator end cell row cell straight angle E B C equals 63 to the power of ring operator end cell end table](data:image/png;base64,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)
Here we can see that ABC forms linear pair
So,
Related Questions to study
Maths-
Angles P and Q are complementary. Find the measure of angle Q if ![m straight angle P equals 46 to the power of ring operator](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFsAAAAQCAYAAAB5qQM2AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAPUJuPDwAAAiVJREFUeNrtmD9IQkEcxx8iEhKBRIhEtIREQwQRDRIRRENEtEU4Cg3SKERTQ4tTg0MQDhERgoRDhLSERDgEEuEQ4dIU0eIgEiHC63fwPXg83r2/9zLDL3zA93tw97vv3f3unooykExliRbIDuzw1+gqEQMPf8nwtX9mdhsmc8WwwnuuE6IgePdNqIANoEis+JjLBvoSaQE5tJDbNbHcL2afEk1i0eDdFPGseQ4Rq8QbMeNDLsPEi4nZuzA3jucRIokSYVVGqr0uI+cmRjNtEZcG8RSR8WniUwKz2eTWXNTtNjA1+pDYJ6JEjvgkPoh1vI8QxzCLbY8Dh4lcWBjNc8gIBrEn2egEcYffqmAidvxadUUMtoZOgsQktjDbFvfENuITqF9Rm21f2TCa57Cpi40RDWJUF1dtIBIrT3WMT2T2q64GS1UDMx3Rxd+JvCBulUyAKNk0muegbXMetU/2AanfKargoI4j/y+ig4WY9Np5AA2GHcbNFHRoNGuzi4E3YfKRD6trFm0rFmaz2BPKaBD5JbAg0l4SYGZUJMS1Rt84MNpOm4qkMvKIW4+V2excGjeIz2FXuxar0WcS4rwelh0abdWmTNmdoDJWs5E6XhLI4U7pNT5E3Low2qxN5ZcmQK80LgR6TWN3uFZJc8VzGw/jgHVjtFlfvTI7hBtYCmWRl7o6PrRcq4lV6SVesVlHOQWbffXKbH7tzOMjpQvzlwb/ufWBfgDcNbLyMWyFFAAAAKx0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bWk+bTwvbWk+PG1pIG1hdGh2YXJpYW50PSJub3JtYWwiPiYjeDIyMjA7PC9taT48bWk+UDwvbWk+PG1vPj08L21vPjxtc3VwPjxtbj40NjwvbW4+PG1vPiYjeDIyMTg7PC9tbz48L21zdXA+PC9tYXRoPkkKt1EAAAAASUVORK5CYII=)
Angles P and Q are complementary. Find the measure of angle Q if ![m straight angle P equals 46 to the power of ring operator](data:image/png;base64,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)
Maths-General
Maths-
(ii) -12a2b2 and -6a2b2
(ii) -12a2b2 and -6a2b2
Maths-General
Maths-
Factor out the GCF from the given polynomial.
![10 a squared b plus 10 a b squared](data:image/png;base64,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)
Factor out the GCF from the given polynomial.
![10 a squared b plus 10 a b squared](data:image/png;base64,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)
Maths-General
Maths-
Angles A and B are supplementary. Find the measure of angle A if m
A = 22o
Angles A and B are supplementary. Find the measure of angle A if m
A = 22o
Maths-General
Maths-
In any triangle, the shortest side and the smallest angle are
In any triangle, the shortest side and the smallest angle are
Maths-General
Maths-
In any triangle, the longest side and the largest angle are
In any triangle, the longest side and the largest angle are
Maths-General
Maths-
Add the following algebraic expressions:
(i) x2 - x y + y2 and 6x2 + 3xy + 9y2
Add the following algebraic expressions:
(i) x2 - x y + y2 and 6x2 + 3xy + 9y2
Maths-General
Maths-
Find the GCF (GCD) of the given pair of monomials.
![14 x to the power of 10 y to the power of 8 space & 15 x to the power of 6 y to the power of 9](data:image/png;base64,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)
Find the GCF (GCD) of the given pair of monomials.
![14 x to the power of 10 y to the power of 8 space & 15 x to the power of 6 y to the power of 9](data:image/png;base64,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)
Maths-General
Maths-
Identify pairs of supplementary angles.
![](data:image/png;base64,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)
Identify pairs of supplementary angles.
![](data:image/png;base64,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)
Maths-General
Maths-
Identify pairs of complementary angles.
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)
Identify pairs of complementary angles.
![](data:image/png;base64,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)
Maths-General
Maths-
Which of the given pairs is of complementary angles?
Which of the given pairs is of complementary angles?
Maths-General
Maths-
Find the GCF (GCD) of the given pair of monomials.
![12 a to the power of 5 b space straight & space 16 a to the power of 4 b squared](data:image/png;base64,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)
Find the GCF (GCD) of the given pair of monomials.
![12 a to the power of 5 b space straight & space 16 a to the power of 4 b squared](data:image/png;base64,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)
Maths-General
Maths-
Tell whether the given image represents a polygon. If it is not, explain why. If it is a polygon, tell whether it is convex of concave.
![](data:image/png;base64,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)
Tell whether the given image represents a polygon. If it is not, explain why. If it is a polygon, tell whether it is convex of concave.
![](data:image/png;base64,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)
Maths-General
Maths-
Tell whether the given image represents a polygon. If it is not, explain why. If it is a polygon, tell whether it is convex or concave.
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)
Tell whether the given image represents a polygon. If it is not, explain why. If it is a polygon, tell whether it is convex or concave.
![](data:image/png;base64,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)
Maths-General
Maths-
2.Find the sum: 4p + 6q - 5r; -2p - 4r - 5q; 7p + r + 4q
2.Find the sum: 4p + 6q - 5r; -2p - 4r - 5q; 7p + r + 4q
Maths-General