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0,75 + 1,5 \(\times\) 97,8 \(\times\) 0,5 + 0,25 \(\times\) 3 \(\times\) 1,2
= 0,75 \(\times\) 1 + (1,5 \(\times\) 0,5)\(\times\) 97,8 + (0,25 \(\times\)3) \(\times\) 1,2
= 0,75 \(\times\) 1 + 0,75 \(\times\) 97,8 + 0,75 \(\times\) 1,2
= 0,75 \(\times\) ( 1 + 97,8 + 1,2)
= 0,75 \(\times\) [1 + ( 97,8 + 1,2)]
= 0,75 \(\times\) [1 + 99]
= 0,75 \(\times\) 100
= 75
\(a)101\times0,75-0,75\)
\(=0,75\times(101-1)\)
\(=0,75\times100=75\)
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`b)10:0,5+4:0,25+8:0,125`
\(=10\times2+4\times4+8\times8\)
\(=5\times4+4\times4+4\times16\)
\(=4\times(5+4+16)\)
\(=4\times25=100\)
a)101×0,75−0,75
=0,75\times(101-1)=0,75×(101−1)
=0,75\times100=75=0,75×100=75
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b)10:0,5+4:0,25+8:0,125b)10:0,5+4:0,25+8:0,125
=10\times2+4\times4+8\times8=10×2+4×4+8×8
=5\times4+4\times4+4\times16=5×4+4×4+4×16
=4\times(5+4+16)=4×(5+4+16)
=4\times25=100=4×25=100
17 x 0,75 - 17 x 0,25 + 17 x 0,5
= 17 x ( 0,75 - 0,25 + 0,5 )
= 17 x 1
= 17
= 17 x ( 0,75 - 0,25 + 0,5 )
= 17 x 1
= 17
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\(\left(92,36\text{×}0,75+92,36\text{×}0,25\right)+\left(7,64:0,1:10\right)\)
\(=\left[92,36\text{×}\left(0,75+0,25\right)\right]+\left(7,64:0,1:10\right)\)
\(=\left(92,36\text{×}1\right)+7,64=92,36+7,64=100\)
75/100+75%.2+3/4.3+0.75.4
=3/4+3/4.2+3/4.3+3/4.4
=3/4.(1+2+3+4)
=3/4.10
=15/2
75/100 + 3/4 x 29 + 75% x 30 + 0,75 x 40
= 0,75 + 0,75 x 29 + 0,75 x30 + 0,75 x 40
= 0,75 x ( 1 + 29 + 30 + 40 )
= 0,75 x 100
=75
\(\frac{75}{100}+\frac{3}{4}\times29+75\%\times30+0,75\times40\)
\(=\frac{75}{100}\times1+\frac{3\times25}{4\times25}\times29+\frac{75}{100}\times30+\frac{0,75}{1}\times40\)
\(=\frac{75}{100}\times1+\frac{75}{100}\times29+\frac{75}{100}\times30+\frac{0,75\times100}{1\times100}\times40\)
\(=\frac{75}{100}\times1+\frac{75}{100}\times29+\frac{75}{100}\times30+\frac{75}{100}\times40\)
\(=\frac{75}{100}\left(1+29+30+40\right)\)
\(=\frac{75}{100}\times100\)
\(=\frac{75}{100}\times\frac{100}{1}\)
\(=\frac{75}{1}\)
\(=75\)
\(=\frac{75\times100}{100\times1}\)
=3/4.0,25+3/4.1,25-3/4.0,5
=3/4.(0,25+1,25-0,5)
=3/4.10
=15/2
`3/4.0,25+3/4.1,25-3/4.0,5`
`=3/4.(0,25+1,25-0,5)`
`=3/4xx10=15/2`