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Paraphin [41]
3 years ago
12

Please I need your help desperately what is the area of this triangle? See attached image thank you so much

Mathematics
1 answer:
Rama09 [41]3 years ago
7 0

To find the area of the given traingle we have to draw perpendicular from point 'J' which meets the x axis at point (2,0) and let us named it 'P'.

As we know that area of triangle is


[tex] = \frac{1}{2}\times b \times h [\tex]


Here base 'b' will be LK and height 'h' will be JP

Here,

LK= 4 units JP=4 units


Area ={1}{2} *(4)*(4)

On solving the equation we get,

Area=8 Sq units

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When 4 times a number is increased by 40, the answer is the same as when 100 is decreased by the number. find the number?
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Triangle ABC was dilated using the rule Dy, 5/4
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Ms.Perkins predicted that 20% of the days in March would have temperatures below freezing. How many days does she predict will j
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4 0
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The lesson is 19.2 Angles in inscribed Quadrilaterals
alexdok [17]

Answer:

m<R=44.9,m<S=56.9,m<T=44.9,m<U= 32.9.

Step-by-step explanation:

When two chords are equal then the measure of the arcs are equal.

Chord RU= Chord UT

Or , m arc RU= m arc UT,

3z-4=x+2z+7   Or             z=x+11

Chord RS=Chord ST ,

m arc RS=m arc ST=3x+5

Sum of m arc in a circle =360 degrees.

Or ,

3x+5+3x+5+3z-4+x+2z+7=360

7x+5z+13=360

Substituting z=x+11

7x+5(x+11)+13=360

7x+5x+55+13=360

12x+68=360

12x=292,x=24.3

z=x+11=11+24.3=34.3

m arc RU=marc UT= 3z-4=3(24.3)-4=69

m arc RS =marc ST= 3x+5=3(24..3)+5=77.9

m<R= (marc UT+ m  arc ST)÷2

m<R=(69+77.9)÷2=73.45

m<S= (m arc RU+m arc UT)÷2

m<S= (69+69)÷2=69

m<T=(m arc RU+m arc RS)÷2=73.45

m<U=(m arc RS+m arc m arc ST)÷2=77.9








4 0
3 years ago
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