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`(i) (x)/(6)+(y)/(8)=1`, `a=6`, `b=8` `(ii) (x)/(7)+(y)/((-2))=1`, `a=7`, `b=-2` <br> `(iii) (x)/(3)+(y)/(2)=1`, `a=3`, `y=2` `(iv) (x)/((4//3))+(y)/((-4))=1`, `a=(4)/(3)`, `b=-4`Transcript

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00:00 - 00:59 | hello student in this question we have to convert the following equation into intercept form and find the intercept cut from the axis is from these lines first of all we will understand a concept let's say this is the co-ordinate Axes right and left this is access this is y axis and this is origin suppose you have a line in which cuts the co-ordinate Axes like this this is the points a 0 and this is Zero B of this line Railway a + b is equal to 1 ok this is the concept now if you will if you will not is this is standard form |

01:00 - 01:59 | we will get what is the what is this a and b is nothing but the axentis f and b is nothing but why intercept right now this is actually called the intercept form of line ok now motor the question we have first equation is what 4 x + 3 Y is equal to 24 we need to convert this equation into standard form mens right side should we won it means we have to divide the whole equation by 24 who make the right side one ok this will be four acts upon 24 + 3 Y open 24 12 equal to 24 by 24 |

02:00 - 02:59 | this will be why upon it will be equal to 1 now we got the equation in the standard form which is the intercept form this is the intercept form offline ok we need to convert the following line into intercept form first part is completed now I have to find the intercept cut from the axis how will this line on the co-ordinate Axes will be like this you will say this is left access this is why access x-coordinate is 6 this means what expert in this environment what y-coordinate it means export in 8086 from where will be here and y-coordinate will be at some where will be here and will be like this |

03:00 - 03:59 | line will hue this line will be like this passing through 308 and this will be 60 and equation will be ok so we got the record the intercept from the exercise which is what 608 expert interceptor 650 now similarly to the question s second question we have what 2 x minus 7 Y is equal to 14 2 x minus 7 Y is equal to 14 write 2 x minus 7 Y is equal to 14 now convert into the standard form how make the right side 12 |

04:00 - 04:59 | make the right side one we have to divide the whole equation by 14 right 7 vi will be 14 and this will be 14 by 14 this will be what X my 7 and 7 vi vi vi vi to end this will be one I was here we have - 7 plus Y upon what -2 will be equal to 1 now this is in the standard com right now we have converted the equation this in the insert intercept form right now export unit will be bought from here you can say x-coordinate will be 7 x intercept will 7 and Y intercept will be |

05:00 - 05:59 | -2 from x intercept will what 7 and Y intercept will be -2 right now muqtada question 3rd question third third question is what third question is 2 x + 3 Y is equal to 6 X + 3 Y is equal to what 2 X + 3 Y is equal to 6 now again we will divide by 6 to the Holy Cross equation to make the right side 12 x 6 + 3 y y 66-68 X by 3 + y y y y w 2 is equal to 1 now have converted into |

06:00 - 06:59 | intercom you can say X intercept will be w x intercept is 3 and Y intercept will w y intercept will be OK first question was 3 x minus Y is equal to 4 first question is 3 x minus 5 is equal to four right again we will do the sensing device by Holi creation by for to make the right side 1 minus 5 by 4 is equal to 4 by 4 this will be w X upon X 43 right plus this will be a phone -48 will be equal to 1 now from |

07:00 - 07:59 | here you can save from this equation you can say X intercept will be what X intercept 12843 and Y Intercept -4 right we got the all value of all we have called all for question ok thank you |

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