Hello. So the question is from electrostatic given that charge Cuban is placed at a region. So if we draw a line So Q one is placed at origin. Okay. And it's coding it out 00 and other charge Q. Two and Q. Three hour placed it given it you to to all placed it You .1 Age. You intend to the power -8. No Q. To charge. Yes Please stay. And to your .1 and two. So that place is 0.1800. And the charges Q. two. Let me like the magnitude of you going to do to you also. And third charges placed it The U. n. Let us this is the point zero and your .24. And this is guilty. Now the values of Cuban to Cuban is 1.4 into 10. to the power -8. She was too -1.8 into 10. to the power minus eight column and 2 3 is equal to 2.1 into 10. to the power -8 column. Okay now we need to evaluate the value of electrostatic falls on charge. Beauty falls on this charge. So you two is negative so its forces inward and Cuban is positive. So it's false is outward. So this is false on three due to two and this value is false on three due to one. Okay, so let me evaluate the value of after even that is equal to one x 4 by absolute note into mhm. You went you three over All 1. 3 sq In two direction is J. Okay it means positive by access and after they do in the similar ways. Take me like this then I will substitute these values one by four by capsule. A note Q two Q three Over all, 2, 3 square. And the direction is along exits direction is 0.180. and Y it may like you need director you need to factor out to trees. 0.180 into I. Okay minus zero point to fall into. J. Mhm. Divided by squared 0.18 sq plus 0.24 square. Okay, so the value of our +23 unit vector is equal to. Yeah, let me evaluate the value of this unit vectors. Mhm Yeah Square with 0.18 sq 0.18 square plus 0.24 square. Okay, so uh that is taking the reciprocal of it? Multiply 0.18 So that is 0.6 into I Okay minus 0.8 & two. In the similar way we can evaluate the value of our two to you. Also Our 2 3 is equal to Do you .1 age square Plus 0.24 sq. So that will be zero 09 That is our 23 square 0.9 m script. Okay. And I won three. Let me evaluate the value of 13 So when three is okay This is a region and 0.24 sq 0.24 m2 square. Okay. These are the values of our penalty and now it is the time to substitute these falls. Sonett folks will be, let me value it. Victor F. That is victor F. 31 plus F 32 So after everyone is Taking one x 4 by actually not woman. And the country is also woman. They love to trees. 2.1 into 10. To the Power -8. and inside it. So one is 1.4 entertain to the power -8 divided by I want this you're going to fall square and in their direction, J plus you two minus that is already compensated in that direction. 1.18 to 10 to the power minus eight, Divided by 0.09 in two unit rectories. 0.6 I minus 0.8 G. 0.6 i -0.8 G. Okay so let me evaluate the value of this force. So they will be equal to mhm Firstly first x component is 99 into 2.1 E minus eight. X. component I it component multiply 1.80 -8. Do I did by 0.09. Multiply 0.6. So that will be 2.268 to 10 to the power minus five into I Newton. Now the jet component is let me check whether it would be positive will never do. Okay, So that will be 1.4 E minus a. Divided by zero point in your car. Scream minus 1.8. D minus eight. Yeah, divided by multiply biased. You appointed Do I did by 0.09. Multiply 99. 32.1 a minus eight. So that will be one plus 1.56975 into 10. To the power minus five G. This is basically in the vector from now, we need to evaluate the magnitude and direction on charge. Beauty. So magnitude. If we take it victor F magnitude is equal to that's right Plus 2.268 E -5 squared to the power. So magnitude is 2.7 six into tend to the Powerball -5 Newton. And direction is F. Y. Or what fx In general in the world is equal to In the vector from this is this, this is victor F and the magnitude is 2.7, 16 to £20 minus five, and direction is f Y. S 1.569. So do I did buy 2.268, So that will be 34 .7° with respect to the positive x axis. This is like this 34.7 Degree, and this is what this is F F X. This is their flight. So these are the required themselves. So hold this closure.