Express the following fraction in simplest form using only positive exponents. 4j^7/5(j^2)3
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The length of the transverse axis is 8.
<h3>What is transverse axis length?</h3>
- The transverse axis of the hyperbola is the straight line connecting vertices A and A'. The line segment connecting the vertices of a hyperbola is referred to as the transverse axis or AA'.
- The hyperbola's equation is expressed as (yk)2b2(xh)2a2=1). The center is (h,k), b defines the transverse axis, and a defines the conjugate axis. The section of a line where a hyperbola's vertices form.
Given the equation of hyperbola:
Rewrite this equation as
When comparing this equation to the common hyperbola equation with a vertical transverse axis is
The length of the transverse axis is
The length of the transverse axis is 8.
To learn more about the length of the transverse axis, refer to:
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