can anyone tell me the answer
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Hey friend,
• sun + sun + sun = 33
3 sun = 33
sun = 33/3
sun = 11
• sun + cloud + sun = 25
11 + cloud + 11 = 25
cloud = 25 - 22
cloud = 3
• Cloud + cloud + moon = 11
3 + 3 + moon = 11
moon = 11 - 6
moon = 5
• 2cloud + moon × 2sun = (to be calculated)
2(3) + 5 × 2(11)
= 6 + 5 × 22
= 6 + 110
= 116
Hope this helps!!!
@Mahak24
Thanks...
☺☺
• sun + sun + sun = 33
3 sun = 33
sun = 33/3
sun = 11
• sun + cloud + sun = 25
11 + cloud + 11 = 25
cloud = 25 - 22
cloud = 3
• Cloud + cloud + moon = 11
3 + 3 + moon = 11
moon = 11 - 6
moon = 5
• 2cloud + moon × 2sun = (to be calculated)
2(3) + 5 × 2(11)
= 6 + 5 × 22
= 6 + 110
= 116
Hope this helps!!!
@Mahak24
Thanks...
☺☺
Answered by
0
Answer:
Step-by-step explanation: Given: xCostheta minus ySintheta=A,xSinthetaplusyCostheta=b .
To prove : that xsquare plus ysquare=asquare plus bsquare
Proof :Applying (a +b)2 ;
X2 cos2 that a +y2sin2 theta - 2xy costheta sintheta + x2sin2theta + y2cos2+2xy sintheta costheta
Cancelling +2xy...... and - 2xy.....
We get :
X2cos2theta +y2sin2theta + x2sin2theta+y2cos2theta
Taking x2and y2as common on one side and cos2theta and sin2theta as common on othe side, we get ;
X2+y2=cos2theta + sin2theta
Where a and b are cos2theta and sin2theta repectively.
Therefore : x2+y2= a2+b2.
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