Answer:
Answer to Given the functions: 1 f (x)=4x g(x)= | x-3 1 h(x)= x+6 Evaluate the function (f-g)(x) for x=-6. (4-8)(-6) is DO Undefine...
Answer:
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When the multiples of the equations in a system is added or subtracted, the resulting equation together with any of the original equation will result in the same answer.
Hence, the system of equations
x + 4y = 2
7x = 14
will also have a solution of (2, 0).
<em>Inscribing</em> a<u> square</u> in a given<u> circle</u> is a method of drawing the required <u>square</u> within the <em>circumference</em> of the <u>circle</u>. Thus the <em>appropriate</em> answer is Option A.
<u>Inscribing</u> a <u>square</u> in a given <u>circle</u> is a method of <em>drawing</em> the required <em>square</em> within the <em>circumference</em> of the circle. This requires the following stipulated <u>steps</u> to produce a required<u> image</u>.
A <u>square</u> is a <em>plane shape</em> with an <u>equal</u> length of <u>sides</u>. So that the size of an <u>inscribed</u> <u>square</u> is determined by the <em>diameter</em> or<em> radius</em> of the <u>circle</u>.
Considering the appropriate process to be followed, then Cassandra should create a <em>perpendicular bisector</em> of BC. Then use the <u>points</u> of <em>intersection</em> of the p<em>erpendicular bisector</em> with the <u>circle</u>, along with <u>points</u> B and C, to <u>draw</u> the <u>square</u>.
Thus, the option that <u>summarises</u> the <em>basic process</em> is option A.
For more clarifications on inscribing a square in a given circle, visit: brainly.com/question/63415
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