Which statement represents another way to write the function rule, y = 3x + 5?
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PQ is a radius. QS is tangent to the circle. In this scenario (a radius and a tangent passing through the same point of the radius) the two segments are always perpendicular.
This implies that PQS is a right triangle. We know that PQ = 10 because it's a radius.
Also, we have
because PR is a radius and RS is given.
So, we can derive QS using the pythagorean theorem:
Use cymath to help with the math.
Solve for x in −2x−5y=−<span>3
</span>
Substitute <span><span><span>x=−<span><span>5y−3</span>2</span></span>x= -</span></span>
Solve for x in −2x−5y=−<span>3
</span>
Substitute <span><span><span>x=−<span><span>5y−3</span>2</span></span>x= -</span></span>