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som added 4 to a number x and then multiplied the sum by 2 .then he subtracted three fourths of a number b from the previous result. write the finial result (number) obtained by him . |
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Answer» Answer: Solution Transcript Solution 4: (i) x+4=9 x=9-4 x= 5 (II) y-2=8 y=8+2 y=10 (iii) a\times10\ =\ 70a×10 = 70 (iv) \frac{b}{5}=\ 6\ 5 b
= 6 b= 30 (v) \frac{3}{4}\times t\ =\ 15\ 4 3
×t = 15 t\ =\ 15\times\frac{4}{3}t = 15× 3 4
t = 20 (vi) \frac{b}{5}=\ 6\ 5 b
= 6 b\ =\ 6\ \times5\b = 6 ×5 b = 30 (vii) \left(\frac{1}{4}\times x\right)-\ 4\ =\ 4\( 4 1
×x)− 4 = 4 \frac{x}{4}-\ 4\ =\ 4\ 4 x
− 4 = 4 \frac{x}{4}=4+4\ 4 x
=4+4 x\ =\ 8\times4x = 8×4 x= 32 (viii) 6y-6 = 60 6y = 60+6 6y = 66 y\ =\ \frac{60}{6}y = 6 60
y = 11 (ix) \frac{z}{3}+\ 3\ =\ 30\ 3 z
+ 3 = 30 \frac{z}{3\ }=\ 33 3 z
= 33 z\ =\ 33\times3z = 33×3 z = 99 |
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