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Class 10 · Mathematics
→Which condition is correct for the equations (11x+6y=37) and (22x+12y=r) to be inconsistent?
Class 10 · Mathematics
→What should (s) be for the equations (7x+13y=67) and (21x+39y=s) to be consistent and dependent?
Class 10 · Mathematics
→Which statement is correct for the equations (10x+11y=43) and (20x+21y=84)?
Class 10 · Mathematics
→Which relation is correct for the equations (14x+21y=98) and (2x+3y=17)?
Class 10 · Mathematics
→What is the relation among all three ratios in the equations (9x+16y=74) and (27x+48y=222)?
Class 10 · Mathematics
→For two numbers, the equations (6x+5y=49) and (3x-2y=7) are formed. What will be the solution status?
Class 10 · Mathematics
→For prices of two tickets, the equations (8x+3y=280) and (16x+6y=575) are formed. What type of system is this?
Class 10 · Mathematics
→In a shop, the equations for two items are (5x+9y=300) and (15x+27y=900). How many solutions will there be?
Class 10 · Mathematics
→What type of pair is formed by the equations (16x+7y=55) and (8x+4y=29)?
Class 10 · Mathematics
→What type of pair is formed by the equations (22x+33y=99) and (2x+3y=11)?
Class 10 · Mathematics
→What type of pair is formed by the equations (24x+36y=168) and (2x+3y=14)?
Class 10 · Mathematics
→What is found by comparing the ratios of (a) and (b) in the equations (17x+10y=61) and (8x+5y=29)?
Class 10 · Mathematics
→Which conclusion is correct by observing the equations (21x+28y=84) and (3x+4y=15)?
Class 10 · Mathematics
→What is the most suitable conclusion by observing the equations (9x+14y=71) and (27x+42y=213)?
Class 10 · Mathematics
→For a pair of linear equations in two variables, if \(\frac{a_1}{a_2}=\frac{b_1}{b_2}\ne\frac{c_1}{c_2}\), what is the position of their lines?
Class 10 · Mathematics
→If (9x+5y=47) and (27x+15y=n) have infinitely many solutions, what is (n)?
Class 10 · Mathematics
→Which condition is correct for the equations (15x+py=45) and (7x+2y=24) to have a unique solution?
Class 10 · Mathematics
→What is the value of (d) for the equations (6x+dy=54) and (18x+30y=162) to have infinitely many solutions?
Class 10 · Mathematics
→If (cx+16y=64) and (21x+42y=130) have no solution, what will (c) be?
Class 10 · Mathematics
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