N trapezoid, two triangles are formed by the bases and the intersecting diagonal segments. The areas of these triangles are S1 a
nd S2. Find area of the trapezoid in terms of S1 and S2.
1 answer:
Answer: square unit.
Step-by-step explanation:
Here, trapezoid, two triangles are formed by the bases and the intersecting diagonal segments.
And, Area of These triangles are squre unit and
square unit
Therefore, Total area of the trapezoid formed by these triangles = Sum of the areas of these triangles= square unit.
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<u>Answer:</u>
- Translation: 2x/7 = 20
<u>Step-by-step explanation:</u>
- <em>When we listen to the word "quotient", it means the solution to a division problem. </em>
- <em>An unknown number that has been multiplied by 2 is in the numerator because it came before the 7 in the statement. </em>
- <em>The number "7" is in the denominator because it came after the 2x in the statement. </em>
- <em>The word "is" represents an equal sign.</em>
- <em>The solution to the division problem (quotient) is 20. </em>
<u><em>If we put these clues together, we get 2x/7 = 20 as our translated equation.</em></u>
<u>Hence, our algebraic statement is 2x/7 = 20. The key is to listen to the statement. </u>
Answer:
Step-by-step explanation:
We know that:
Remember:
450°=360°+60°
and:
Thus:
Then:
Yo sup??
a.For this part just draw a triangle with sides 4,8 and 8 inches respectively.
The sides having 8 inches should make equal angle with the base side.
b.One angle is 20
The other two angles be x and y
but x=y because its an isosceles triangle
x+y+20=180
2x=160
x=80
Hope this helps.
