Välkommen tillbaka till Campusbokhandeln! Vi firar med inlämningskampanj: Lämna in din kurslitteratur – få 150 :- och chansen att vinna 1 000 :-. Läs mer här!
2000 Solved Problems in Discrete Mathematics | 0:e upplagan
- Häftad, Engelska, 1990
- Författare:
- Betyg:
367
kr
Skickas inom 8-23 vardagar
Butikslager
Onlinelager
I lager hos leverantör
$event.detail.name === 'store-selector' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'store-selector' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'store-selector'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'store-selector'
});
}
});"
class="h-full"
>
Beskrivning
This powerful problem-solver gives you 2,000 problems in discrete mathematics, fully solved step-by-step! From Schaum's, the originator of the solved-problem guide, and students' favorite with over 30 million study guides sold and this solution-packed timesaver helps you master every type of problem you will face on your tests, from simple questions on set theory to complex Boolean algebra, logic gates, and the use of propositional calculus. Go directly to the answers you need with a complete index. Compatible with any classroom text, Schaum's "2000 Solved Problems in Discrete Mathematics" is so complete it's the perfect tool for graduate or professional exam prep!
Produktinformation
Kategori:
Matematik & statistik
Bandtyp:
Häftad
Språk:
Engelska
Förlag:
Okänt
Upplaga:
0
Utgiven:
1990-06-01
ISBN:
9780070380318
Sidantal:
404
$event.detail.name === 'primary-menu' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'primary-menu' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'primary-menu'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'primary-menu'
});
}
});"
class="h-full"
>
$event.detail.name === 'mobile-search' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'mobile-search' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'mobile-search'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'mobile-search'
});
}
});"
class="h-full"
>
$event.detail.name === 'mini-cart' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'mini-cart' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'mini-cart'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'mini-cart'
});
}
});"
class="h-full"
>
$event.detail.name === 'add-to-cart' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'add-to-cart' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'add-to-cart'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'add-to-cart'
});
}
});"
class="h-full"
>