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Mathematics 13 Online
iosangel:

find measure

iosangel:

simsharrison:

Is there answer choices?

iosangel:

no

simsharrison:

ok well, we can start of by *knowing* it is less than 90*.

iosangel:

I knnow the formula for this is 1/2 (intercepted arc) but how is it sectant -tangent and not angent-chord

snowflake0531:

what is the 232 degrees...

snowflake0531:

which angle

iosangel:

the arc

snowflake0531:

how is the arc in degrees, wouldn't it be in radians? or is it just converted?

AZ:

\(\color{#0cbb34}{\text{Originally Posted by}}\) @iosangel I knnow the formula for this is 1/2 (intercepted arc) but how is it sectant -tangent and not angent-chord \(\color{#0cbb34}{\text{End of Quote}}\) It should be tanget-chord like you said

iosangel:

I jusy wanted to know how its sectant -tangent and not tangent-chord because there are different formulas

AZ:

1 attachment
iosangel:

oh so tangent-chord woud have the same fomula as sectant-tangent and secetant-chord

AZ:

If it was a secant-tangent, then we would form an an angle outside of the circle by intersection I love this website https://mathbitsnotebook.com/Geometry/Circles/CRAngles.html

1 attachment
AZ:

They wouldn't have the same formula

iosangel:

im confused, i cant tell if its tangent-chord or sectant tangent

iosangel:

what would the formula be tehn

iosangel:

oh nvm i see thanks for the website

AZ:

So a tangent chord is- we have that tangent line CD and there's a chord inside the circle CB if it was a sectant tangent, then the angle would be outside of the circle and look something like this |dw:1614210496615:dw|

AZ:

The tangent and the secant lines intersect to form an angle outside of the circle

AZ:

\(\color{#0cbb34}{\text{Originally Posted by}}\) @iosangel what would the formula be tehn \(\color{#0cbb34}{\text{End of Quote}}\) angle is 1/2 (intercepted arc) just like you mentioned in the beginning :)

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